ࡱ> "   r { l l lW#` bjbj <| q--- . FFF4N_Dzzzh{  ZX*a(888l?R6HP $whߡ,Fll,FF884ٜYYY25F8F8YYYVFF,]8ړ poz1[L]T<0\$F,]F:]hޔL[*6AY`1,4e1)>R>R>R,,5$ >RPVjJtJZZZvZZZvFUn J_."=n FFFF  Title 40 CFR Part 191 Subparts B and C Compliance Recertification Application for the Waste Isolation Pilot Plant Appendix SCR-2009 Feature, Event, and Process Screening for PA  United States Department of Energy Waste Isolation Pilot Plant Carlsbad Field Office Carlsbad, New Mexico  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Appendix SCR-2009 Feature, Event, and Process Screening for PA  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Table of Contents  TOC \o "3-3" \h \z \t "Heading 1,1,Heading 2,2"  HYPERLINK \l "_Toc214770003" SCR-1.0 Introduction SCR- PAGEREF _Toc214770003 \h 1  HYPERLINK \l "_Toc214770004" SCR-2.0 Basis for FEPs Screening Process SCR- PAGEREF _Toc214770004 \h 4  HYPERLINK \l "_Toc214770005" SCR-2.1 Requirement for FEPs SCR- PAGEREF _Toc214770005 \h 4  HYPERLINK \l "_Toc214770006" SCR-2.2 FEPs List Development for the CCA SCR- PAGEREF _Toc214770006 \h 4  HYPERLINK \l "_Toc214770007" SCR-2.3 Criteria for Screening of FEPs and Categorization of Retained FEPs SCR- PAGEREF _Toc214770007 \h 6  HYPERLINK \l "_Toc214770008" SCR-2.3.1 Regulation (SO-R) SCR- PAGEREF _Toc214770008 \h 6  HYPERLINK \l "_Toc214770009" SCR-2.3.2 Probability of Occurrence of a FEP Leading to Significant Release of Radionuclides (SO-P) SCR- PAGEREF _Toc214770009 \h 6  HYPERLINK \l "_Toc214770010" SCR-2.3.3 Potential Consequences Associated with the Occurrence of the FEPs (SO-C) SCR- PAGEREF _Toc214770010 \h 6  HYPERLINK \l "_Toc214770011" SCR-2.3.4 UP FEPs SCR- PAGEREF _Toc214770011 \h 7  HYPERLINK \l "_Toc214770012" SCR-2.3.5 DP FEPs SCR- PAGEREF _Toc214770012 \h 7  HYPERLINK \l "_Toc214770013" SCR-2.4 FEPs Categories and Timeframes SCR- PAGEREF _Toc214770013 \h 7  HYPERLINK \l "_Toc214770014" SCR-2.4.1 Description of Natural FEPs SCR- PAGEREF _Toc214770014 \h 8  HYPERLINK \l "_Toc214770015" SCR-2.4.2 Description of Human-Induced EPs SCR- PAGEREF _Toc214770015 \h 8  HYPERLINK \l "_Toc214770016" SCR-2.4.3 Description of Waste- and Repository-Induced FEPs SCR- PAGEREF _Toc214770016 \h 11  HYPERLINK \l "_Toc214770017" SCR-3.0 FEPs SCR- PAGEREF _Toc214770017 \h 12  HYPERLINK \l "_Toc214770018" SCR-4.0 Screening of Natural FEPs SCR- PAGEREF _Toc214770018 \h 26  HYPERLINK \l "_Toc214770019" SCR-4.1 Geological FEPs SCR- PAGEREF _Toc214770019 \h 26  HYPERLINK \l "_Toc214770020" SCR-4.1.1 Stratigraphy SCR- PAGEREF _Toc214770020 \h 26  HYPERLINK \l "_Toc214770021" SCR-4.1.2 Tectonics SCR- PAGEREF _Toc214770021 \h 27  HYPERLINK \l "_Toc214770022" SCR-4.1.3 Structural FEPs SCR- PAGEREF _Toc214770022 \h 30  HYPERLINK \l "_Toc214770023" SCR-4.1.4 Crustal Process SCR- PAGEREF _Toc214770023 \h 37  HYPERLINK \l "_Toc214770024" SCR-4.1.5 Geochemical Processes SCR- PAGEREF _Toc214770024 \h 39  HYPERLINK \l "_Toc214770025" SCR-4.2 Subsurface Hydrological FEPs SCR- PAGEREF _Toc214770025 \h 44  HYPERLINK \l "_Toc214770026" SCR-4.2.1 Groundwater Characteristics SCR- PAGEREF _Toc214770026 \h 44  HYPERLINK \l "_Toc214770027" SCR-4.2.2 Changes in Groundwater Flow SCR- PAGEREF _Toc214770027 \h 46  HYPERLINK \l "_Toc214770028" SCR-4.3 Subsurface Geochemical FEPs SCR- PAGEREF _Toc214770028 \h 49  HYPERLINK \l "_Toc214770029" SCR-4.3.1 Groundwater Geochemistry SCR- PAGEREF _Toc214770029 \h 49  HYPERLINK \l "_Toc214770030" SCR-4.4 Geomorphological FEPs SCR- PAGEREF _Toc214770030 \h 53  HYPERLINK \l "_Toc214770031" SCR-4.4.1 Physiography SCR- PAGEREF _Toc214770031 \h 53  HYPERLINK \l "_Toc214770032" SCR-4.5 Surface Hydrological FEPs SCR- PAGEREF _Toc214770032 \h 59  HYPERLINK \l "_Toc214770033" SCR-4.5.1 Depositional Processes SCR- PAGEREF _Toc214770033 \h 59  HYPERLINK \l "_Toc214770034" SCR-4.5.2 Streams and Lakes SCR- PAGEREF _Toc214770034 \h 60  HYPERLINK \l "_Toc214770035" SCR-4.5.3 Groundwater Recharge and Discharge SCR- PAGEREF _Toc214770035 \h 61  HYPERLINK \l "_Toc214770036" SCR-4.6 Climate EPs SCR- PAGEREF _Toc214770036 \h 63  HYPERLINK \l "_Toc214770037" SCR-4.6.1 Climate and Climate Changes SCR- PAGEREF _Toc214770037 \h 63  HYPERLINK \l "_Toc214770038" SCR-4.7 Marine FEPs SCR- PAGEREF _Toc214770038 \h 65  HYPERLINK \l "_Toc214770039" SCR-4.7.1 Seas, Sedimentation, and Level Changes SCR- PAGEREF _Toc214770039 \h 65  HYPERLINK \l "_Toc214770040" SCR-4.8 Ecological FEPs SCR- PAGEREF _Toc214770040 \h 66  HYPERLINK \l "_Toc214770041" SCR-4.8.1 Flora and Fauna SCR- PAGEREF _Toc214770041 \h 66  DOCPROPERTY PageMark \* MERGEFORMAT {pm} DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  HYPERLINK \l "_Toc214770042" SCR-5.0 Screening of Human-Induced EPs SCR- PAGEREF _Toc214770042 \h 69  HYPERLINK \l "_Toc214770043" SCR-5.1 Human-Induced Geological EPs SCR- PAGEREF _Toc214770043 \h 69  HYPERLINK \l "_Toc214770044" SCR-5.1.1 Drilling SCR- PAGEREF _Toc214770044 \h 69  HYPERLINK \l "_Toc214770045" SCR-5.1.2 Excavation Activities SCR- PAGEREF _Toc214770045 \h 74  HYPERLINK \l "_Toc214770046" SCR-5.1.3 Subsurface Explosions SCR- PAGEREF _Toc214770046 \h 77  HYPERLINK \l "_Toc214770047" SCR-5.2 Subsurface Hydrological and Geochemical EPs SCR- PAGEREF _Toc214770047 \h 79  HYPERLINK \l "_Toc214770048" SCR-5.2.1 Borehole Fluid Flow SCR- PAGEREF _Toc214770048 \h 79  HYPERLINK \l "_Toc214770049" SCR-5.2.2 Excavation-Induced Flow SCR- PAGEREF _Toc214770049 \h 113  HYPERLINK \l "_Toc214770050" SCR-5.2.3 Explosion-Induced Flow SCR- PAGEREF _Toc214770050 \h 123  HYPERLINK \l "_Toc214770051" SCR-5.3 Geomorphological EPS SCR- PAGEREF _Toc214770051 \h 124  HYPERLINK \l "_Toc214770052" SCR-5.3.1 Land Use Changes SCR- PAGEREF _Toc214770052 \h 124  HYPERLINK \l "_Toc214770053" SCR-5.4 Surface Hydrological EPs SCR- PAGEREF _Toc214770053 \h 127  HYPERLINK \l "_Toc214770054" SCR-5.4.1 Water Control and Use SCR- PAGEREF _Toc214770054 \h 127  HYPERLINK \l "_Toc214770055" SCR-5.5 Climatic EPs SCR- PAGEREF _Toc214770055 \h 130  HYPERLINK \l "_Toc214770056" SCR-5.5.1 Anthropogenic Climate Change SCR- PAGEREF _Toc214770056 \h 130  HYPERLINK \l "_Toc214770057" SCR-5.6 Marine EPs SCR- PAGEREF _Toc214770057 \h 131  HYPERLINK \l "_Toc214770058" SCR-5.6.1 Marine Activities SCR- PAGEREF _Toc214770058 \h 131  HYPERLINK \l "_Toc214770059" SCR-5.7 Ecological EPs SCR- PAGEREF _Toc214770059 \h 132  HYPERLINK \l "_Toc214770060" SCR-5.7.1 Agricultural Activities SCR- PAGEREF _Toc214770060 \h 132  HYPERLINK \l "_Toc214770061" SCR-5.7.2 Social and Technological Development SCR- PAGEREF _Toc214770061 \h 133  HYPERLINK \l "_Toc214770062" SCR-6.0 Waste and Repository-Induced FEPs SCR- PAGEREF _Toc214770062 \h 135  HYPERLINK \l "_Toc214770063" SCR-6.1 Waste and Repository Characteristics SCR- PAGEREF _Toc214770063 \h 135  HYPERLINK \l "_Toc214770064" SCR-6.1.1 Repository Characteristics SCR- PAGEREF _Toc214770064 \h 135  HYPERLINK \l "_Toc214770065" SCR-6.1.2 Waste Characteristics SCR- PAGEREF _Toc214770065 \h 135  HYPERLINK \l "_Toc214770066" SCR-6.1.3 Container Characteristics SCR- PAGEREF _Toc214770066 \h 136  HYPERLINK \l "_Toc214770067" SCR-6.1.4 Seal Characteristics SCR- PAGEREF _Toc214770067 \h 137  HYPERLINK \l "_Toc214770068" SCR-6.1.5 Backfill Characteristics SCR- PAGEREF _Toc214770068 \h 139  HYPERLINK \l "_Toc214770069" SCR-6.1.6 Post-Closure Monitoring Characteristics SCR- PAGEREF _Toc214770069 \h 140  HYPERLINK \l "_Toc214770070" SCR-6.2 Radiological FEPs SCR- PAGEREF _Toc214770070 \h 140  HYPERLINK \l "_Toc214770071" SCR-6.2.1 Radioactive Decay and Heat SCR- PAGEREF _Toc214770071 \h 140  HYPERLINK \l "_Toc214770072" SCR-6.2.2 Radiological Effects on Material Properties SCR- PAGEREF _Toc214770072 \h 146  HYPERLINK \l "_Toc214770073" SCR-6.3 Geological and Mechanical FEPs SCR- PAGEREF _Toc214770073 \h 146  HYPERLINK \l "_Toc214770074" SCR-6.3.1 Excavation-Induced Changes SCR- PAGEREF _Toc214770074 \h 146  HYPERLINK \l "_Toc214770075" SCR-6.3.2 Effects of Fluid Pressure Changes SCR- PAGEREF _Toc214770075 \h 151  HYPERLINK \l "_Toc214770076" SCR-6.3.3 Effects of Explosions SCR- PAGEREF _Toc214770076 \h 152  HYPERLINK \l "_Toc214770077" SCR-6.3.4 Thermal Effects SCR- PAGEREF _Toc214770077 \h 153  HYPERLINK \l "_Toc214770078" SCR-6.3.5 Mechanical Effects on Material Properties SCR- PAGEREF _Toc214770078 \h 156  HYPERLINK \l "_Toc214770079" SCR-6.4 Subsurface Hydrological and Fluid Dynamic FEPs SCR- PAGEREF _Toc214770079 \h 160  HYPERLINK \l "_Toc214770080" SCR-6.4.1 Repository-Induced Flow SCR- PAGEREF _Toc214770080 \h 160  HYPERLINK \l "_Toc214770081" SCR-6.4.2 Effects of Gas Generation SCR- PAGEREF _Toc214770081 \h 160  HYPERLINK \l "_Toc214770082" SCR-6.4.3 Thermal Effects SCR- PAGEREF _Toc214770082 \h 161  HYPERLINK \l "_Toc214770083" SCR-6.5 Geochemical and Chemical FEPs SCR- PAGEREF _Toc214770083 \h 163  HYPERLINK \l "_Toc214770084" SCR-6.5.1 Gas Generation SCR- PAGEREF _Toc214770084 \h 163  HYPERLINK \l "_Toc214770085" SCR-6.5.2 Speciation SCR- PAGEREF _Toc214770085 \h 174  HYPERLINK \l "_Toc214770086" SCR-6.5.3 Precipitation and Dissolution SCR- PAGEREF _Toc214770086 \h 176  HYPERLINK \l "_Toc214770087" SCR-6.5.4 Sorption SCR- PAGEREF _Toc214770087 \h 178  DOCPROPERTY PageMark \* MERGEFORMAT {pm} DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  HYPERLINK \l "_Toc214770088" SCR-6.5.5 Reduction-Oxidation Chemistry SCR- PAGEREF _Toc214770088 \h 180  HYPERLINK \l "_Toc214770089" SCR-6.5.6 Organic Complexation SCR- PAGEREF _Toc214770089 \h 184  HYPERLINK \l "_Toc214770090" SCR-6.5.7 Chemical Effects on Material Properties SCR- PAGEREF _Toc214770090 \h 186  HYPERLINK \l "_Toc214770091" SCR-6.6 Contaminant Transport Mode FEPs SCR- PAGEREF _Toc214770091 \h 187  HYPERLINK \l "_Toc214770092" SCR-6.6.1 Solute and Colloid Transport SCR- PAGEREF _Toc214770092 \h 187  HYPERLINK \l "_Toc214770093" SCR-6.6.2 Particle Transport SCR- PAGEREF _Toc214770093 \h 189  HYPERLINK \l "_Toc214770094" SCR-6.6.3 Microbial Transport SCR- PAGEREF _Toc214770094 \h 190  HYPERLINK \l "_Toc214770095" SCR-6.6.4 Gas Transport SCR- PAGEREF _Toc214770095 \h 191  HYPERLINK \l "_Toc214770096" SCR-6.7 Contaminant Transport Processes SCR- PAGEREF _Toc214770096 \h 191  HYPERLINK \l "_Toc214770097" SCR-6.7.1 Advection SCR- PAGEREF _Toc214770097 \h 191  HYPERLINK \l "_Toc214770098" SCR-6.7.2 Diffusion SCR- PAGEREF _Toc214770098 \h 192  HYPERLINK \l "_Toc214770099" SCR-6.7.3 Thermochemical Transport Phenomena SCR- PAGEREF _Toc214770099 \h 192  HYPERLINK \l "_Toc214770100" SCR-6.7.4 Electrochemical Transport Phenomena SCR- PAGEREF _Toc214770100 \h 194  HYPERLINK \l "_Toc214770101" SCR-6.7.5 Physiochemical Transport Phenomena SCR- PAGEREF _Toc214770101 \h 196  HYPERLINK \l "_Toc214770102" SCR-6.8 Ecological FEPs SCR- PAGEREF _Toc214770102 \h 200  HYPERLINK \l "_Toc214770103" SCR-6.8.1 Plant, Animal, and Soil Uptake SCR- PAGEREF _Toc214770103 \h 200  HYPERLINK \l "_Toc214770104" SCR-6.8.2 Human Uptake SCR- PAGEREF _Toc214770104 \h 201  HYPERLINK \l "_Toc214770105" SCR-7.0 References SCR- PAGEREF _Toc214770105 \h 202  List of Figures  TOC \h \z \c "Figure SCR-"  HYPERLINK \l "_Toc214770106" Figure SCR-1. Diffusion Penetration Distance in the WIPP as a Function of Diffusion Time SCR- PAGEREF _Toc214770106 \h 183  List of Tables  TOC \h \z \c "Table SCR-"  HYPERLINK \l "_Toc214770107" Table SCR-1. FEPs Change Summary Since CRA-2004 SCR- PAGEREF _Toc214770107 \h 2  HYPERLINK \l "_Toc214770108" Table SCR-2. FEPs Reassessment Results SCR- PAGEREF _Toc214770108 \h 12  HYPERLINK \l "_Toc214770109" Table SCR-3. Delaware Basin Brine Well Status SCR- PAGEREF _Toc214770109 \h 120  HYPERLINK \l "_Toc214770110" Table SCR-4. Changes in Inventory Quantities from the CCA to the CRA-2009 SCR- PAGEREF _Toc214770110 \h 154  HYPERLINK \l "_Toc214770111" Table SCR-5. CCA and CRA Exothermic Temperature Rises SCR- PAGEREF _Toc214770111 \h 155   DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT This page intentionally left blank.  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Acronyms and Abbreviations (m micrometer AIC active institutional controls BNL Brookhaven National Laboratory Bq becquerels CAG Compliance Application Guidance CCA Compliance Certification Application CCDF complementary cumulative distribution function CDF cumulative distribution function CFR Code of Federal Regulations CH-TRU contact-handled transuranic Ci curie cm centimeter CPD Carlsbad Potash District CRA Compliance Recertification Application DBDSP Delaware Basin Drilling Surveillance Program DFR driving force ratio DOE U.S. Department of Energy DP disturbed performance DRZ disturbed rock zone EP event and process EPA U.S. Environmental Protection Agency ERMS Electronic Record Management System FEP feature, event, and process FLAC Fast Lagrangian Analysis Continua FMT Fracture-Matrix Transport FSU Florida State University ft foot ft2 square foot ft3 cubic foot g gram gal gallon  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT gpm gallons per minute H human-initiated  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT HCN historic, current, and near-future hr hour IB inside boundary in inch Kd retardation distribution coefficient kg kilogram kg/m3 kilograms per cubic meter km kilometer km2 square kilometer kW kilowatt L liter lb/gal pounds per gallon LWA Land Withdrawal Act m meter m2 square meter m3 cubic meter Ma BP million years before present MB marker bed MeV megaelectron volt mi mile mL milliliter MPa megapascal MPI Mississippi Potash Inc. mV millivolt N natural NMBMMR New Mexico Bureau of Mines and Mineral Resources OB outside boundary oz ounce PA performance assessment PABC Performance Assessment Baseline Calculation PAVT Performance Assessment Verification Test PIC passive institutional control  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT ppm parts per million  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT psi pounds per square inch psia pounds per square inch absolute RH-TRU remote-handled transuranic s second SKI Statens Krnkraftinspektion SNL Sandia National Laboratories SO-C screened-out consequence SO-P screened-out probability SO-R screened-out regulatory T field transmissitivity field TRU transuranic TSD Technical Support Document TWBIR Transuranic Waste Baseline Inventory Report UP undisturbed performance V volt W waste and repository-induced W watt W/Ci watts per curie W/g watts per gram WIPP Waste Isolation Pilot Plant WPO WIPP Project Office yd3 cubic yard yr year Elements and Chemical Compounds Al aluminum Am americium An actinide C carbon CH4 methane CO2 carbon dioxide Cs cesium  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT EDTA ethylenediaminetetraacetate Fe iron MgO magnesium oxide Np neptunium Pm promethium  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Pu plutonium Rn radon Sr strontium Th thorium U uranium  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  Introduction The U.S. Department of Energy (DOE) has developed the Waste Isolation Pilot Plant (WIPP) in southeastern New Mexico for the disposal of transuranic (TRU) wastes generated by defense programs. In May of 1998, the U.S. Environmental Protection Agency (EPA) certified that the WIPP would meet the disposal standards (HYPERLINK "../../references/Others/EPA_63_FR_27353_408_May_18_1998.pdf" \l "page=53"U.S. Environmental Protection Agency 1998a, p. 27405) established in  HYPERLINK "40CFR191_Subpart_B" 40 CFR Part 191 Subparts B and  HYPERLINK "40CFR191_Subpart_C" C (U.S. Environmental Protection Agency 1993), thereby allowing the WIPP to begin waste disposal operations. This certification was based, in part, on performance assessment (PA) calculations that were included in the DOEs Compliance Certification Application (CCA) ( HYPERLINK "../../references/CCA/CCA.htm" U.S. Department of Energy 1996). These calculations demonstrate that the cumulative releases of radionuclides to the accessible environment will not exceed those allowed by the EPA standard. The WIPP Land Withdrawal Act (LWA) ( HYPERLINK "../../references/Others/US_Congress_1996_WIPP_Land_Withdrawal_Act_of_1992.pdf" U.S. Congress 1992) requires the WIPP to be recertified (demonstrating continued compliance with the disposal standards) every five years. As such, the DOE prepared the 2004 Compliance Recertification Application (CRA-2004) ( HYPERLINK "../../references/CRA-2004/CRA-2004.htm" U.S. Department of Energy 2004), which demonstrated that the WIPP complied with the EPAs requirements for radioactive waste disposal. The CRA-2004 included changes to the WIPP long-term compliance baseline since the CCA. Similarly, and in compliance with the recertification rules, the DOE has prepared the 2009 Compliance Recertification Application (CRA-2009) that documents changes since the CRA-2004, and demonstrates compliance with the long-term disposal requirements of  HYPERLINK "40CFR191" 40 CFR Part 191 and the compliance criteria of  HYPERLINK "40CFR194" 40 CFR Part 194. To assure that PA calculations account for important aspects of the disposal system, features, events, and processes (FEPs) considered to be potentially important to the disposal system are identified. These FEPs are used as a tool for determining what phenomena and components of the disposal system can and should be dealt with in PA calculations. For the WIPP CCA, a systematic process was used to compile, analyze, screen, and document FEPs for use in PA. The FEP screening process used in the CCA, the CRA-2004, and the CRA-2009 is described in detail in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=35" CCA, Chapter 6.0, Section 6.2. For recertification applications, this process evaluates any new information that may have impacts on or present inconsistencies to those screening arguments and decisions presented since the last certification or recertification. The FEPs baseline is managed according to Sandia Activity/Project Specific Procedure 9-4, Performing FEPs Baseline Impact Assessment for Planned or Unplanned Changes (Revision 1) (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006). For the CRA-2009, a reassessment of FEPs concluded that of the 235 FEPs considered for the CRA-2004, 188 have not been changed, 35 have been updated with new information, 10 have been split into 20 similar, but more descriptive FEPs, 1 screening argument has been changed to correct errors discovered during review, and 1 has had its screening decision changed. Therefore, there are 245 WIPP FEPs for the CRA-2009. Note that none of these new or updated FEPs require changes to PA models or codes; existing models represent these FEPs in their current configurations. HYPERLINK \l "Table_SCR-1" REF _Ref207732474 \h Table SCR-1 lists the FEPs that have been added, separated, or had screening decision changes since the CRA-2004.  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Table SCR- SEQ Table_SCR- \* ARABIC 1. FEPs Change Summary Since CRA-2004EPA FEP I.D.a,bFEP NameSummary of ChangeFEPs Combined or SeparatedH27Liquid Waste Disposal Outside Boundary (OB)Name changed to Liquid Waste Disposal Boundary OB to specify that this FEP pertains to those activities outside the WIPP land withdrawal boundary.H28Enhanced Oil and Gas Production OBName changed to Enhanced Oil and Gas Production OB to specify that this FEP pertains to those activities outside the WIPP land withdrawal boundary.H29Hydrocarbon Storage OBName changed to Hydrocarbon Storage OB to specify that this FEP pertains to those activities outside the WIPP land withdrawal boundary.W6Shaft Seal GeometryName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W7Shaft Seal Physical PropertiesName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W8Shaft Seal Chemical CompositionName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W17Radiological Effects on Shaft SealsName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W36Consolidation of Shaft SealsName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W37Mechanical Degradation of Shaft SealsName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).W74Chemical Degradation of Shaft SealsName changed to be specific to shaft seals, rather than generic seals, which also included panel closures (seals).FEPs With Changed Screening DecisionsH41Surface DisruptionsScreening changed from screened-out regulatory (SO-R) to screened-out consequence (SO-C) because of inconsistency with screening rationale.New FEPs for CRA-2009H60Liquid Waste Disposal Inside Boundary (IB)New FEP; separated from H27. The creation of this new FEP allows for more appropriate screening based on regulatory provisions pertaining to activities within the WIPP land withdrawal boundary.H61Enhanced Oil and Gas Production IBNew FEP; separated from H28. The creation of this new FEP allows for more appropriate screening based on regulatory provisions that pertain to activities within the WIPP land withdrawal boundary.H62Hydrocarbon Storage IBNew FEP; separated from H29. The creation of this new FEP allows for more appropriate screening based on regulatory provisions that pertain to activities within the WIPP land withdrawal boundary.a H = Human-induced FEP. b W = Waste and Repository-Induced FEP.  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT  DOCPROPERTY PageMark \* MERGEFORMAT Table SCR-1. FEPs Change Summary Since CRA-2004 (Continued)EPA FEP I.D.a,bFEP NameSummary of ChangeW109Panel Closure GeometryNew FEP; separated from W6. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W110Panel Closure Physical PropertiesNew FEP; separated from W7. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W111Panel Closure Chemical CompositionNew FEP; separated from W8. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W112Radiological Effects on Panel ClosuresNew FEP; separated from W17. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W113Consolidation of Panel ClosuresNew FEP; separated from W36. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W114Mechanical Degradation of Panel ClosuresNew FEP; separated from W37. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.W115Chemical Degradation of Panel ClosuresNew FEP; separated from W74. The creation of this new FEP allows for more appropriate screening based on potential differences in design and composition of shaft seals versus panel closures.a H = Human-induced FEP. b W = Waste and Repository-Induced FEP. Basis for FEPs Screening Process Requirement for FEPs The origin of FEPs is related to the EPAs radioactive waste disposal standards requirement to use PA methodology. The DOE was required to demonstrate that the WIPP complied with the containment requirements of  HYPERLINK "40CFR191_13" 40 CFR 191.13 (U.S. Environmental Protection Agency 1993). These requirements state that the DOE must use PA to demonstrate that the probabilities of cumulative radionuclide releases from the disposal system during the 10,000 years following closure will fall below specified limits. The PA analyses supporting this determination must be quantitative and must consider uncertainties caused by all significant processes and events that may affect the disposal system, including inadvertent human intrusion into the repository during the future. The scope of PA is further defined by the EPA at  HYPERLINK "40CFR194_32" 40 CFR 194.32 (U.S. Environmental Protection Agency 1996a), which states, Any compliance application(s) shall include information which: (1) Identifies all potential processes, events or sequences and combinations of processes and events that may occur during the regulatory time frame and may affect the disposal system; (2) Identifies the processes, events or sequences and combinations of processes and events included in performance assessments; and (3) Documents why any processes, events or sequences and combinations of processes and events identified pursuant to paragraph (e)(1) of this section were not included in performance assessment results provided in any compliance application. Therefore, the PA methodology includes a process that compiles a comprehensive list of the FEPs that are potentially relevant to disposal system performance. Those FEPs shown by screening analysis to have the potential to affect performance are represented in scenarios and quantitative calculations using a system of linked computer models to describe the interaction of the repository with the natural system, both with and without human intrusion. For the CCA, the DOE first compiled a comprehensive list of FEPs, which was then subjected to a screening process that eventually lead to the set of FEPs used in PA to demonstrate the WIPPs compliance with the long-term disposal standards. FEPs List Development for the CCA As a starting point, the DOE assembled a list of potentially relevant FEPs from the compilation developed by Stenhouse, Chapman, and Sumerling ( HYPERLINK "../../references/Others/Stenhouse_Chapman_Sumerling_1993_SITE94_Scenario_Development_FEP_SKI_Technical_Report_93_27.pdf" 1993) for the Swedish Nuclear Power Inspectorate (Statens Krnkraftinspektion, or SKI). The SKI list was based on a series of FEP lists developed for other disposal programs and is considered the best-documented and most comprehensive starting point for the WIPP. For the SKI study, an initial raw FEP list was compiled based on nine different FEP identification studies. The compilers of the SKI list eliminated a number of FEPs as irrelevant to the particular disposal concept under consideration in Sweden. These FEPs were reinstated for the WIPP effort, and several FEPs on the SKI list were subdivided to facilitate screening for the WIPP. Finally, to ensure comprehensiveness, other FEPs specific to the WIPP were added based on review of key project documents and broad examination of the preliminary WIPP list by both project participants and stakeholders. The initial unedited list is contained in the  HYPERLINK "../../references/CCA/Appendix_SCR_Attachment_1.pdf" CCA, Appendix SCR, Attachment 1. The initial unedited FEP list was restructured and revised to derive the comprehensive WIPP FEP list used in the CCA. The number of FEPs was reduced to 237 in the CCA to eliminate the ambiguities presented in a generic list. Restructuring the list did not remove any substantive issues from the discussion. As discussed in more detail in the CCA, Appendix SCR, Attachment 1, the following steps were used to reduce the initial unedited list to the appropriate WIPP FEP list used in the CCA. References to subsystems were eliminated because the SKI subsystem classification was not appropriate for the WIPP disposal concept. For example, in contrast to the Swedish disposal concept, canister integrity does not have a role in post-operational performance of the WIPP, and the terms near-field, far-field, and biosphere are not unequivocally defined for the WIPP site. Duplicate FEPs were eliminated. Duplicate FEPs arose in the SKI list because individual FEPs could act in different subsystems. FEPs had a single entry in the CCA list whether they were applicable to several parts of the disposal system or to a single part only (for example, the FEP Gas Effects). Disruption appears in the seals, backfill, waste, canister, and near-field subsystems in the initial FEP list. These FEPs are represented by a single FEP, Disruption Due to Gas Effects. FEPs that are not relevant to the WIPP design or inventory were eliminated. Examples include FEPs related to high-level waste, copper canisters, and bentonite backfill. FEPs relating to engineering design changes were eliminated because they were not relevant to a compliance application based on the DOEs design for the WIPP. FEPs relating to constructional, operational, and decommissioning errors were eliminated. The DOE has administrative and quality control procedures to ensure that the facility will be constructed, operated, and decommissioned properly. Detailed FEPs relating to processes in the surface environment were aggregated into a small number of generalized FEPs. For example, the SKI list includes the biosphere FEPs Inhalation of Salt Particles, Smoking, Showers and Humidifiers, Inhalation and Biotic Material, Household Dust and Fumes, Deposition (Wet and Dry), Inhalation and Soils and Sediments, Inhalation and Gases and Vapors (Indoor and Outdoor), and Suspension in Air, which are represented by the FEP Inhalation. FEPs relating to the containment of hazardous metals, volatile organic compounds, and other chemicals that are not regulated by  HYPERLINK "40CFR191" Part 191 were not included. A few FEPs have been renamed to be consistent with terms used to describe specific WIPP processes (for example, Wicking, Brine Inflow). These steps resulted in a list of WIPP-relevant FEPs retained for further consideration in the first certification PA. These FEPs were screened to determine which would be included in the PA models and scenarios for the CCA PA. Criteria for Screening of FEPs and Categorization of Retained FEPs The purpose of FEP screening is to identify those FEPs that should be accounted for in PA calculations, and those FEPs that need not be considered further. The DOEs process of removing FEPs from consideration in PA calculations involved the structured application of explicit screening criteria. The criteria used to screen out FEPs are explicit regulatory exclusion (SO-R), probability (SO-P), or consequence (SO-C). All three criteria are derived from regulatory requirements. FEPs not screened out as SO-R, SO-P, or SOC were retained for inclusion in PA calculations and are classified as either undisturbed performance (UP) or disturbed performance (DP) FEPs. Regulation (SO-R) Specific FEP screening criteria are stated in  HYPERLINK "40CFR191" Part 191 and  HYPERLINK "40CFR194" Part 194. Such screening criteria relating to the applicability of particular FEPs represent screening decisions made by the EPA. That is, in the process of developing and demonstrating the feasibility of the Part 191 standard and the Part 194 criteria, the EPA considered and made conclusions on the relevance, consequence, and probability of particular FEPs occurring. In so doing, it allowed some FEPs to be eliminated from consideration. Probability of Occurrence of a FEP Leading to Significant Release of Radionuclides (SO-P) Low-probability events can be excluded on the basis of the criterion provided in  HYPERLINK "40CFR194_32" 40 CFR 194.32(d), which states, performance assessments need not consider processes and events that have less than one chance in 10,000 of occurring over 10,000 years. In practice, for most FEPs screened out on the basis of low probability of occurrence, it has not been possible to estimate a meaningful quantitative probability. In the absence of quantitative probability estimates, a qualitative argument was used. Potential Consequences Associated with the Occurrence of the FEPs (SO-C) The DOE recognizes two uses for this criterion: FEPs can be eliminated from PA calculations on the basis of insignificant consequence. Consequence can refer to effects on the repository or site or to radiological consequence. In particular,  HYPERLINK "40CFR194_34" 40 CFR 194.34(a) (U.S. Environmental Protection Agency 1996a) states, The results of performance assessments shall be assembled into complementary, cumulative distribution functions (CCDFs) that represent the probability of exceeding various levels of cumulative release caused by all significant processes and events. The DOE has omitted events and processes (EPs) from PA calculations where there is a reasonable expectation that the remaining probability distribution of cumulative releases would not be significantly changed by such omissions. FEPs that are potentially beneficial to subsystem performance may be eliminated from PA calculations if necessary to simplify the analysis. This argument may be used when there is uncertainty as to exactly how the FEP should be incorporated into assessment calculations or when incorporation would incur unreasonable difficulties. In some cases, the effects of the particular event or process occurring, although not necessarily insignificant, can be shown to lie within the range of uncertainty of another FEP already accounted for in the PA calculations. In such cases, the event or process may be included in PA calculations implicitly, within the range of uncertainty associated with the included FEP. Although some FEPs could be eliminated from PA calculations on the basis of more than one criterion, the most practical screening criterion was used for classification. In particular, a regulatory screening classification was used in preference to a probability or consequence screening classification. FEPs that have not been screened out based on any of the three criteria were included in the PA. UP FEPs FEPs classified as UP are accounted for in calculations of UP of the disposal system. UP is defined in  HYPERLINK "40CFR191_12" 40 CFR 191.12 (U.S. Environmental Protection Agency 1993) as the predicted behavior of a disposal system, including consideration of the uncertainties in predicted behavior, if the disposal system is not disrupted by human intrusion or the occurrence of unlikely natural events. The UP FEPs are accounted for in the PA calculations to evaluate compliance with the containment requirements in  HYPERLINK "40CFR191_13" section 191.13. Undisturbed PA calculations are also used to demonstrate compliance with the individual and groundwater protection requirements of  HYPERLINK "40CFR191_15" 40 CFR 191.15 (U.S. Environmental Protection Agency 1993) and  HYPERLINK "40CFR191_Subpart_C" Part 191 Subpart C, respectively. DP FEPs The FEPs classified as DP are accounted for only in assessment calculations for DP. The DP FEPs that remain following the screening process relate to the potential disruptive effects of future drilling and mining events in the controlled area. Consideration of both DP and UP FEPs is required to evaluate compliance with  HYPERLINK "40CFR191_13" section 191.13. FEPs Categories and Timeframes In the following sections, FEPs are discussed under the categories Natural FEPs, Human-Induced EPs, and Waste- and Repository-Induced FEPs. (IDs of Natural FEPs begin with N, and IDs of Waste- and Repository-Induced FEPs begin with W.) The FEPs are also considered within time frames during which they may occur. Because of the regulatory requirements concerning human activities, two time periods were used when evaluating human-induced EPs. These time frames were defined as Historical, Current, and Near-Future Human Activities (HCN) and Future Human Activities (Future). These time frames are also discussed in the following section. Description of Natural FEPs Natural FEPs are those that relate to hydrologic, geologic, and climate conditions that have the potential to affect long-term performance of the WIPP disposal system over the regulatory time frame. These FEPs do not include the impacts of other human-related activities such as the effect of boreholes on FEPs related to natural changes in groundwater chemistry. Only natural FEPs are included in the screening process. Consistent with  HYPERLINK "40CFR194_32" section 194.32(d), the DOE has screened out several natural FEPs from PA calculations on the basis of a low probability of occurrence at or near the WIPP site. In particular, natural events for which there is no evidence indicating that they have occurred within the Delaware Basin have been screened on this basis. For FEPs analysis, the probabilities of occurrence of these events are assumed to be zero. Quantitative, nonzero probabilities for such events, based on numbers of occurrences, cannot be ascribed without considering regions much larger than the Delaware Basin, thus neglecting established geological understanding of the FEPs that occur within particular geographical provinces. In considering the overall geological setting of the Delaware Basin, the DOE has eliminated many FEPs from PA calculations on the basis of low consequence. FEPs that have had little effect on the characteristics of the region in the past are expected to be of low consequence for the regulatory time period. Description of Human-Induced EPs Human-induced EPs (Human EPs) are those associated with human activities in the past, present, and future. The EPA provided guidance in their regulations concerning which human activities are to be considered, their severity, and the manner in which to include them in the future predictions. The scope of PAs is clarified with respect to human-induced EPs in  HYPERLINK "40CFR194_32" section 194.32. At 40 CFR 194.32(a), the EPA states, Performance assessments shall consider natural processes and events, mining, deep drilling, and shallow drilling that may affect the disposal system during the regulatory time frame. Thus PAs must include consideration of human-induced EPs relating to mining and drilling activities that might take place during the regulatory time frame. In particular, PAs must consider the potential effects of such activities that might take place within the controlled area at a time when institutional controls cannot be assumed to completely eliminate the possibility of human intrusion. Further criteria concerning the scope of PAs are provided at 40 CFR 194.32(c): Performance assessments shall include an analysis of the effects on the disposal system of any activities that occur in the vicinity of the disposal system prior to disposal and are expected to occur in the vicinity of the disposal system soon after disposal. Such activities shall include, but shall not be limited to, existing boreholes and the development of any existing leases that can be reasonably expected to be developed in the near future, including boreholes and leases that may be used for fluid injection activities. In order to implement the criteria in section 194.32 relating to the scope of PAs, the DOE has divided human activities into three categories: (1) human activities currently taking place and those that took place prior to the time of the compliance application, (2) human activities that might be initiated in the near future after submission of the compliance application, and (3) human activities that might be initiated after repository closure. The first two categories of EPs, corresponding to the HCN time frame, are considered under UP, and EPs in the third category, which belong to the Future time frame, may lead to DP conditions. A description of these three categories follows. Historical and current human activities include resource-extraction activities that have historically taken place and are currently taking place outside the controlled area. These activities are of potential significance insofar as they could affect the geological, hydrological, or geochemical characteristics of the disposal system or groundwater flow pathways outside the disposal system. Current human activities taking place within the controlled area are essentially those associated with development of the WIPP repository. Historic human activities include existing boreholes. Near-future human activities include resource-extraction activities that may be expected to occur outside the controlled area based on existing plans and leases. Thus the near future includes the expected lives of existing mines and oil and gas fields, and the expected lives of new mines and oil and gas fields that the DOE expects will be developed based on existing plans and leases. These activities are of potential significance insofar as they could affect the geological, hydrological, or geochemical characteristics of the disposal system or groundwater flow pathways outside the disposal system. The only human activities expected to occur within the controlled area in the near future are those associated with development of the WIPP repository. The DOE expects that any activity initiated in the near future, based on existing plans and leases, will be initiated prior to repository closure. Activities initiated prior to repository closure are assumed to continue until their completion. Future human activities include activities that might be initiated within or outside the controlled area after repository closure. This includes drilling and mining for resources within the disposal system at a time when institutional controls cannot be assumed to completely eliminate the possibility of such activities. Future human activities could influence the transport of contaminants within and outside the disposal system by directly removing waste from the disposal system or altering the geological, hydrological, or geochemical characteristics of the disposal system. Scope of Future Human Activities in PA PAs must consider the effects of future human activities on the performance of the disposal system. The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a), which limits the scope of consideration of future human activities in PAs to mining and drilling. Criteria Concerning Future Mining The EPA provides the following additional criteria concerning the type of future mining that should be considered by the DOE in  HYPERLINK "40CFR194_32" 40 CFR 194.32(b): Assessments of mining effects may be limited to changes in the hydraulic conductivity of the hydrogeologic units of the disposal system from excavation mining for natural resources. Mining shall be assumed to occur with a one in 100 probability in each century of the regulatory time frame. Performance assessments shall assume that mineral deposits of those resources, similar in quality and type to those resources currently extracted from the Delaware Basin, will be completely removed from the controlled area during the century in which such mining is randomly calculated to occur. Complete removal of such mineral resources shall be assumed to occur only once during the regulatory time frame. Thus consideration of future mining may be limited to mining within the controlled area at the locations of resources that are similar in quality and type to those currently extracted from the Delaware Basin. Potash is the only resource that has been identified within the controlled area in quality similar to that currently mined from underground deposits elsewhere in the Delaware Basin. The hydrogeological impacts of future potash mining within the controlled area are accounted for in calculations of the DP of the disposal system. Consistent with  HYPERLINK "40CFR194_32" section 194.32(b), all economically recoverable resources in the vicinity of the disposal system (outside the controlled area) are assumed to be extracted in the near future. Criteria Concerning Future Drilling With respect to consideration of future drilling, in the preamble to  HYPERLINK "40CFR194" Part 194, the EPA reasoned that while the resources drilled for today may not be the same as those drilled for in the future, the present rates at which these boreholes are drilled can nonetheless provide an estimate of the future rate at which boreholes will be drilled. Criteria concerning the consideration of future deep and shallow drilling in PAs are provided in  HYPERLINK "40CFR194_33" 40 CFR 194.33 (U.S. Environmental Protection Agency 1996a). The EPA also provides a criterion in 40 CFR 194.33(d) concerning the use of future boreholes subsequent to drilling: With respect to future drilling events, performance assessments need not analyze the effects of techniques used for resource recovery subsequent to the drilling of the borehole. Thus PAs need not consider the effects of techniques used for resource extraction and recovery that would occur subsequent to the drilling of a borehole in the future. Theses activities are screened SO-R. The EPA provides an additional criterion that limits the severity of human intrusion scenarios that must be considered in PAs. In 40 CFR 194.33(b)(1) the EPA states, Inadvertent and intermittent intrusion by drilling for resources (other than those resources provided by the waste in the disposal system or engineered barriers designed to isolate such waste) is the most severe human intrusion scenario. Screening of Future Human EPs Future Human EPs accounted for in PA calculations for the WIPP are those associated with mining and deep drilling within the controlled area at a time when institutional controls cannot be assumed to completely eliminate the possibility of such activities. All other future Human EPs, if not eliminated from PA calculations based on regulation, have been eliminated based on low consequence or low probability. For example, the effects of future shallow drilling within the controlled area were eliminated from CCA PA calculations on the basis of low consequence to the performance of the disposal system. Description of Waste- and Repository-Induced FEPs The waste- and repository-induced FEPs are those that relate specifically to the waste material, waste containers, shaft seals, magnesium oxide (MgO) backfill, panel closures, repository structures, and investigation boreholes. All FEPs related to radionuclide chemistry and radionuclide migration are included in this category. The FEPs related to radionuclide transport resulting from future borehole intersections of the WIPP excavation are defined as waste- and repository-induced FEPs. FEPs The reassessment of FEPs (HYPERLINK "../../references/Others/Kirkes_2008_Features_Events_and_Processes_Assessment_Rev0_ERMS550489.pdf"Kirkes 2008) results in a new FEPs baseline for CRA-2009. As discussed in  HYPERLINK \l "SCR-1_0" Section SCR-1.0, 189 of the 235 WIPP FEPs have not changed since the CRA2004. However, 35 FEPs required updates to their FEP descriptions and/or screening arguments, 10 FEPs have been split into 20 similar but more descriptive FEPs, and 1 FEP has had its screening decision changed. The single screening decision change does not result in a new FEP incorporated into PA calculations; the FEP continues to be screened out of PA. Thus the CRA-2009 evaluates 245 WIPP FEPs.  HYPERLINK \l "Table_SCR-2"  REF _Ref207732804 \h  \* MERGEFORMAT Table SCR-2 outlines the results of the assessment, and subsequent sections of this document present the actual screening decisions and supporting arguments. Those FEPs not separated by gridlines in the first column of  REF _Ref207732804 \h Table SCR-2 have been addressed by group because of close similarity with other FEPs within that group. This grouping process was formerly used in the CCA and also by the EPA in their Technical Support Document (TSD) for  HYPERLINK "40CFR194_32" section 194.32 ( HYPERLINK "../../references/Others/EPA_1998_TSD_194_32_Scope_of_Performance_Assessments.pdf" U.S. Environmental Protection Agency 1998b). Table SCR- SEQ Table_SCR- \* ARABIC 2. FEPs Reassessment ResultsEPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationN1StratigraphyNoNo change.UPN2Brine ReservoirsNoNo change.DPN3Changes in Regional StressNoNo change.SOCN4Regional TectonicsNoNo change.SOCN5Regional Uplift and SubsidenceNoNo change.SOCN6Salt DeformationNoNo change.SOPN7DiapirismNoNo change.SOPN8Formation of FracturesNoNo change.SOP UP (Repository)N9Changes in Fracture PropertiesNoNo change.SOC UP (Near Repository)N10Formation of New FaultsNoNo change.SOPN11Fault MovementNoNo change.SOPN12Seismic ActivityNoUpdated with new seismic data.UPN13Volcanic ActivityNoNo change.SOPN14Magmatic ActivityNoNo change.SOCN15Metamorphic ActivityNoNo change.SOPN16Shallow DissolutionNoNo change. UPa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-Induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationN18Deep DissolutionNoNo change.SOPN20Breccia PipesNoNo change.SOPN21Collapse BrecciasNoNo change.SOPN22Fracture InfillsNoNo change.SOC - BeneficialN23Saturated Groundwater FlowNoNo change.UPN24Unsaturated Groundwater FlowNoNo change.UPN25Fracture FlowNoNo change.UPN27Effects of Preferential PathwaysNoNo change.UPN26Density effects on Groundwater FlowNoNo change.SO-CN28Thermal effects on Groundwater FlowNoNo change.SOCN29Saline Intrusion [Hydrogeological Effects]NoNo change.SOPN30Freshwater Intrusion [Hydrogeological effects]NoNo change.SOPN31Hydrological Response to EarthquakesNoNo change.SOCN32Natural Gas IntrusionNoNo change.SO-PN33Groundwater GeochemistryNoNo change.UPN34Saline Intrusion (Geochemical Effects)NoNo change.SOCN38Effects of DissolutionNoNo change.SOCN35Freshwater Intrusion (Geochemical Effects)NoNo change.SOCN36Changes in Groundwater EhNoNo change.SOCN37Changes in Groundwater pHNoNo change.SOCN39PhysiographyNoNo change.UPN40Impact of a Large MeteoriteNoErrors identified in screening argument corrected; no change in screening decision.SO-PN41Mechanical WeatheringNoNo change.SOCN42Chemical WeatheringNoNo change.SOCN43Aeolian ErosionNoNo change.SOCa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-Induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationN44Fluvial ErosionNoNo change.SOCN45Mass Wasting [Erosion]NoNo change.SOCN46Aeolian DepositionNoNo change.SOCN47Fluvial DepositionNoNo change.SOCN48Lacustrine DepositionNoNo change.SOCN49Mass Wasting [Deposition]NoNo change.SOCN50Soil DevelopmentNoNo change.SOCN51Stream and River FlowNoNo change.SOCN52Surface Water BodiesNoNo change.SOCN53Groundwater DischargeNoNo change.UPN54Groundwater RechargeNoNo change.UPN55InfiltrationNoNo change.UPN56Changes in Groundwater Recharge and DischargeNoNo change.UPN57Lake FormationNoNo change.SOCN58River FloodingNoNo change.SOCN59Precipitation (e.g. Rainfall)NoNo change.UPN60TemperatureNoNo change.UPN61Climate ChangeNoNo change.UPN62GlaciationNoNo change.SOPN63PermafrostNoNo change.SOPN64Seas and OceansNoNo change.SOCN65EstuariesNoNo change.SOCN66Coastal ErosionNoNo change.SOCN67Marine Sediment Transport and DepositionNoNo change.SOCN68Sea Level ChangesNoNo change.SOCN69PlantsNoNo change.SOCN70AnimalsNoNo change.SOCN71Microbes NoNo change.SOC (UP - for colloidal effects and gas generation)N72Natural Ecological DevelopmentNoNo change.SOCa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-Induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationH1Oil and Gas ExplorationNoNo change.SO-C (HCN) DP (Future)H2Potash ExplorationNoNo change.SOC (HCN) DP (Future)H4Oil and Gas ExploitationNoNo change.SOC (HCN) DP (Future)H8Other ResourcesNoNo change.SOC (HCN) DP (Future)H9Enhanced Oil and Gas RecoveryNoNo change.SOC (HCN) DP (Future)H3Water Resources ExplorationNoUpdated with most recent monitoring information.SOC (HCN) SO-C (Future)H5Groundwater ExploitationNoUpdated with most recent monitoring information.SOC (HCN) SO-C (Future)H6Archaeological InvestigationsNoNo change.SO-R (HCN) SO-R (Future)H7GeothermalNoNo change.SO-R (HCN) SO-R (Future)H10Liquid Waste DisposalNoNo change.SO-R (HCN) SO-R (Future)H11Hydrocarbon StorageNoNo change.SO-R (HCN) SO-R (Future)H12Deliberate Drilling IntrusionNoNo change.SO-R (HCN) SO-R (Future)H13Conventional Underground Potash MiningNoNo change.UP (HCN) DP (Future)H14Other Resources (mining for)NoNo change.SO-C (HCN) SO-R (Future)H15TunnelingNoNo change.SO-R (HCN) SO-R (Future)H16Construction of Underground Facilities (for Example Storage, Disposal, Accommodation)NoNo change.SO-R (HCN) SO-R (Future)H17Archaeological ExcavationsNoNo change.SO-C (HCN) SO-R (Future)H18Deliberate Mining Intrusion NoNo change.SO-R (HCN) SO-R (Future)a N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-Induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationH19Explosions for Resource RecoveryNoNo change.SO-C (HCN) SO-R (Future)H20Underground Nuclear Device TestingNo No change.SOC (HCN) SO-R (Future)H21Drilling Fluid FlowNoScreening argument revised. SOC (HCN) DP (Future)H22Drilling Fluid LossNoScreening argument revised.SOC (HCN) DP (Future)H23BlowoutsNoNo change.SOC (HCN) DP (Future)H24Drilling-Induced Geochemical ChangesNoNo change.UP (HCN) DP (Future)H25Oil and Gas ExtractionNoScreening argument updated.SOC (HCN) SO-R (Future)H26Groundwater ExtractionNoScreening argument updated.SOC (HCN) SO-R (Future)H27Liquid Waste DisposalOBNoFEP title has been modified to show that this event or process specifically applies to activities outside the WIPP boundary. Screening argument has also been updated with new information.SOC (HCN) SO-C (Future)H28Enhanced Oil and Gas ProductionOB NoFEP title has been modified to show that this event or process specifically applies to activities outside the WIPP boundary. Screening argument has also been updated with new information.SOC (HCN) SO-C (Future)H29Hydrocarbon StorageOB NoFEP title has been modified to show that this event or process specifically applies to activities outside the WIPP boundary. Screening argument has also been updated with new information.SOC (HCN) SO-C (Future)a N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationH60Liquid Waste DisposalIBN/A new FEPThis is a new FEP that is similar to H27, except that it specifically applies to activities inside the WIPP boundary.SOR (HCN) SO-R (Future)H61Enhanced Oil and Gas ProductionIB N/A new FEPThis is a new FEP that is similar to H28, except that it specifically applies to activities inside the WIPP boundary.SOR (HCN) SO-R (Future)H62Hydrocarbon StorageIB N/A new FEPThis is a new FEP that is similar to H29, except that it specifically applies to activities inside the WIPP boundary.SOR (HCN) SO-R (Future)H30Fluid-injection Induced Geochemical ChangesNoNo change.UP (HCN) SO-R (Future)H31Natural Borehole Fluid FlowNoNo change.SOC (HCN) SO-C (Future, holes not penetrating waste panels) DP (Future, holes penetrating panels)H32WasteInduced Borehole FlowNoNo change.SO-R (HCN) DP (Future)H34BoreholeInduced Solution and SubsidenceNoNo change.SOC (HCN) SO-C (Future)H35BoreholeInduced MineralizationNoNo change.SOC (HCN) SO-C (Future)H36Borehole-Induced Geochemical ChangesNoNo change.UP (HCN) DP (Future) SO-C (for units other than the Culebra)H37Changes in Groundwater Flow Due to MiningNoNo change.UP (HCN) DP (Future)H38Changes in Geochemistry Due to MiningNoNo change.SOC (HCN) SO-R (Future)a N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationH39Changes in Groundwater Flow Due to ExplosionsNoNo change.SOC (HCN) SO-R (Future)H40Land Use ChangesNoNo change.SO-R (HCN) SO-R (Future)H41Surface DisruptionsYes Screening decision changed from SO-R to SO-C to remove inconsistency with rationale.UP (HCN) SO-C (Future)H42Damming of Streams or RiversNoNo change.SOC (HCN) SO-R (Future)H43ReservoirsNoNo change.SOC (HCN) SO-R (Future)H44IrrigationNoNo change.SOC (HCN) SO-R (Future)H45Lake UsageNoNo change.SO-R (HCN) SO-R (Future)H46Altered Soil or Surface Water Chemistry by Human ActivitiesNoNo change.SOC (HCN) SO-R (Future)H47Greenhouse Gas EffectsNoNo change.SO-R (HCN) SO-R (Future)H48Acid RainNoNo change.SO-R (HCN) SO-R (Future)H49Damage to the Ozone Layer NoNo change.SO-R (HCN) SO-R (Future)H50Coastal Water UseNoNo change.SO-R (HCN) SO-R (Future)H51Sea water UseNoNo change.SO-R (HCN) SO-R (Future)H52Estuarine Water UseNoNo change.SO-R (HCN) SO-R (Future)H53Arable FarmingNoNo change.SO-C (HCN) SO-R (Future)H54RanchingNoNo change.SOC (HCN) SO-R (Future)H55Fish FarmingNoNo change.SO-R (HCN) SO-R (Future)H56Demographic Change and Urban DevelopmentNoNo change.SO-R (HCN) SO-R (Future)a N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationH57Loss of RecordsNoNo change.NA (HCN) DP (Future)H58Solution Mining for PotashNoUpdated with information regarding solution activities and plans in the region.SO-R (HCN) SO-R (Future)H59Solution Mining for Other ResourcesNoUpdated with new information regarding brine wells in the region.SO-C (HCN) SO-C (Future)W1Disposal GeometryNoNo change.UPW2 Waste InventoryNoUpdated to reflect the inventory data sources used for the CRA-2009 PA.UPW3Heterogeneity of Waste FormsNoUpdated to reflect the inventory data sources used for the CRA-2009 PA.DPW4Container FormNoUpdated to reflect the inventory data sources used for the CRA-2009 PA.SO-C Beneficial W5Container Material InventoryNoNo change.UPW6Shaft Seal GeometryNoTitle changed to be specific to shaft seals.UPW7Shaft Seal Physical PropertiesNoTitle changed to be specific to shaft seals. UPW109Panel Closure GeometryN/A new FEP.Split from W6 to be specific to panel closures.UPW110Panel Closure Physical PropertiesN/A new FEPSplit from W7 to be specific to panel closures.UPW8Shaft Seal Chemical CompositionNoTitle changed to be specific to shaft seals. SO-C BeneficialW111Panel Closure Chemical CompositionN/A new FEPSplit from W8 to be specific to panel closures.SO-C Beneficiala N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW9Backfill Physical PropertiesNoNo change.SOCW10Backfill Chemical CompositionNoNo change.UPW11Post-Closure MonitoringNoNo change.SOCW12Radionuclide Decay and In-GrowthNoNo change.UPW13Heat from Radioactive DecayNoUpdated to reflect the inventory used for the CRA-2009 PA.SOCW14Nuclear Criticality: HeatNoUpdated to reflect the inventory used for the CRA-2009 PA.SOPW15Radiological Effects on WasteNoUpdated to reflect the inventory used for the CRA.SOCW16Radiological Effects on ContainersNoUpdated to reflect the inventory used for the CRA.SOCW17Radiological Effects on Shaft SealsNoFEP title changed to be specific to shaft seals; screening argument updated to reflect the inventory used for the CRA.SO-CW112Radionuclide Effects on Panel ClosuresN/A new FEPSplit from W17 to be specific to panel closures.SO-CW18Disturbed Rock Zone (DRZ)NoNo change.UPW19Excavation-Induced Changes in StressNoNo change.UPW20Salt CreepNoNo change.UPW21Changes in the Stress FieldNoNo change.UPW22Roof FallsNoNo change.UPW23SubsidenceNoSource of subsidence monitoring data added.SOCW24Large Scale Rock FracturingNoSource of subsidence monitoring data added.SO-PW25Disruption Due to Gas EffectsNoNo change.UPW26PressurizationNoNo change.UPa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW27Gas ExplosionsNoNo change.UPW28Nuclear ExplosionsNoUpdated to reflect the inventory used for the CRA-2009 PA.SOPW29Thermal Effects on Material PropertiesNoUpdated to reflect the inventory used for the CRA. New thermal calculations added.SOCW30ThermallyInduced Stress ChangesNoUpdated to reflect the inventory used for the CRA. New thermal calculations added.SOCW31Differing Thermal Expansion of Repository ComponentsNoUpdated to reflect the inventory used for the CRA. New thermal calculations added.SOCW72Exothermic ReactionsNoUpdated to reflect the inventory used for the CRA. New thermal calculations added.SOCW73Concrete HydrationNoUpdated to reflect the inventory used for the CRA. New thermal calculations added.SO-CW32Consolidation of WasteNoNo change.UPW36Consolidation of Shaft SealsNoTitle changed to be specific to shaft seals.UPW37Mechanical Degradation of Shaft SealsNoTitle changed to be specific to shaft seals.UPW39Underground BoreholesNoNo change.UPW113Consolidation of Panel ClosuresN/A new FEPSplit from W36 to be specific to panel closures.UPW114Mechanical Degradation of Panel ClosuresN/A new FEPSplit from W37 to be specific to panel closures.UPW33Movement of ContainersNoUpdated to reference new inventory data.SOCW34Container IntegrityNoNo change.SOC Beneficiala N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW35Mechanical Effects of BackfillNoScreening argument updated to reflect reduction in MgO.SOCW40Brine InflowNoNo change.UPW41WickingNoNo change.UPW42Fluid Flow Due to Gas ProductionNoNo change.UPW43ConvectionNoNo change.SOCW44Degradation of Organic MaterialNoNew thermal rise calculations referenced.UPW45Effects of Temperature on Microbial Gas GenerationNoNew thermal rise calculations referenced.UPW48Effects of Biofilms on Microbial Gas GenerationNoNew thermal rise calculations referenced.UPW46Effects of Pressure on Microbial Gas GenerationNoNo change.SOCW47Effects of Radiation on Microbial Gas GenerationNoScreening argument updated with new radionuclide inventory.SO-CW49Gases from Metal CorrosionNoNo change.UPW51Chemical Effects of CorrosionNoNo change.UPW50Galvanic Coupling (Within the Repository)NoNo change.SO-CW52Radiolysis of BrineNoNo change.SOCW53Radiolysis of CelluloseNoScreening argument updated with new radionuclide inventory.SOCW54Helium Gas ProductionNoScreening argument updated with new radionuclide inventory.SOCW55Radioactive GasesNoReference made to CRA-2009 inventory data.SOCa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW56SpeciationNoNo change.UP in disposal rooms and Culebra. SO-C elsewhere, and SO-C Beneficial in cementitious sealsW57Kinetics of SpeciationNoNo change.SO-CW58Dissolution of WasteNoNo change.UPW59Precipitation of Secondary MineralsNoNo change.SOC Beneficial W60Kinetics of Precipitation and DissolutionNoNo change.SOCW61Actinide SorptionNoNo change.UP in the Culebra and Dewey Lake; SO-CBeneficial in the disposal room, shaft seals, panel closures, and other geologic units.W62Kinetics of SorptionNoNo change.UP in the Culebra and Dewey Lake; SO-CBeneficial in the disposal room, shaft seals, panel closures, and other geologic units.W63Changes in Sorptive SurfacesNoNo change.UPW64Effects of Metal CorrosionNoNo change.UPW66Reduction-Oxidation KineticsNoNo change.UPW65Reduction-Oxidation FrontsNoNo change.SOPW67Localized Reducing ZonesNoNo change.SO-CW68Organic ComplexationNoNo change.UPW69Organic LigandsNoNo change.UPW71Kinetics of Organic ComplexationNoNo change.SOCW70Humic and Fulvic AcidsNoNo change.UPa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW74Chemical Degradation of Shaft SealsNoTitle changed to be specific to shaft seals.UPW76Microbial Growth on ConcreteNoNo change.UPW115Chemical Degradation of Panel ClosuresN/A new FEPSplit from W74 to be specific to panel closures.UPW75Chemical Degradation of BackfillNoNo change.SO-CW77Solute TransportNoNo change.UPW78Colloid TransportNoNo change.UPW79Colloid Formation and StabilityNoNo change.UPW80Colloid FiltrationNoNo change.UPW81Colloid SorptionNoNo change.UPW82Suspensions of ParticlesNoNo change.DPW83RinseNoNo change.SOCW84CuttingsNoNo change.DPW85CavingsNoNo change.DPW86SpallingsNoNo change.DPW87Microbial TransportNoNo change.UPW88BiofilmsNoNo change.SO-C BeneficialW89Transport of Radioactive GasesNoScreening argument updated with CRA-2009 inventory data.SOCW90AdvectionNoNo change.UPW91DiffusionNoNo change.UPW92Matrix DiffusionNoNo change.UPW93Soret EffectNoNew thermal values added for aluminum corrosion.SOCW94Electrochemical EffectsNoNo change.SOCW95Galvanic Coupling (Outside the Repository)NoNo change.SO-PW96ElectrophoresisNoNo change.SOCa N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Table SCR-2. FEPs Reassessment Results (Continued)EPA FEP I.D.a,b,cFEP NameScreening Decision ChangedChange SummaryScreening ClassificationW97Chemical GradientsNoNo change.SOCW98Osmotic ProcessesNoNo change.SOCW99Alpha RecoilNoNo change.SOCW100Enhanced DiffusionNoNo change.SOCW101Plant UptakeNoNo change.SOR (for  HYPERLINK "40CFR191_13" section 191.13) SO-C (for  HYPERLINK "40CFR191_15" section 191.15)W102Animal UptakeNoNo change.SOR (for section 191.13) SO-C (for section 191.15)W103Accumulation in SoilsNoNo change.SOC Beneficial (for section 191.13) SO-C (for section 191.15)W104IngestionNoNo change.SOR SO-C (for section 191.15)W105InhalationNoNo change.SOR SO-C (for section 191.15)W106IrradiationNoNo change.SOR SO-C (for section 191.15)W107Dermal SorptionNoNo change.SOR SO-C (for section 191.15)W108InjectionNoNo change.SOR SO-C (for section 191.15)a N = Natural FEP b H = Human-induced EP c W = Waste- and Repository-induced FEP Screening of Natural FEPs This section presents the screening arguments and decisions for natural FEPs. Natural FEPs may be important to the performance of the disposal system. Screening of natural FEPs is done in the absence of human influences on the FEPs. Of the 70 natural FEPs, 68 remain completely unchanged, one has had errors corrected in the screening argument, and one has been updated to include additional information. No screening decisions (classifications) for natural FEPs were changed, and no additional natural FEPs have been identified. Geological FEPs Stratigraphy FEP Numbers: N1 and N2 FEP Titles:  SEQ CHAPTER \h \r 1Stratigraphy (N1) Brine Reservoir (N2) Screening Decision: UP (N1) DP (N2) The Stratigraphy of the geological formations in the region of the WIPP is accounted for in PA calculations. The presence of Brine Reservoirs in the Castile Formation (hereafter referred to as the Castile) is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The stratigraphy and geology of the region around the WIPP, including the distribution and characteristics of pressurized brine reservoirs in the Castile, are discussed in detail in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=12" CCA, Chapter 2.0, Section 2.1.3. The stratigraphy of the geological formations in the region of the WIPP is accounted for in PA calculations through the setup of the model geometries ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_1" Appendix PA-2009, Section PA-4.2.1). The presence of brine reservoirs is accounted for in the treatment of inadvertent drilling ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_10" Appendix PA-2009, Section PA-4.2.10). Tectonics FEP Numbers: N3, N4, and N5 FEP Titles: Changes in Regional Stress (N3) Regional Tectonics (N4) Regional Uplift and Subsidence (N5) Screening Decision: SO-C The effects of Regional Tectonics, Regional Uplift and Subsidence, and Change in Regional Stress have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Regional tectonics encompasses two related issues of concern: the overall level of regional stress and whether any significant changes in regional stress might occur. The tectonic setting and structural features of the area around the WIPP are described in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=68" CCA, Chapter 2.0, Section 2.1.5. In summary, there is no geological evidence for Quaternary regional tectonics in the Delaware Basin. The eastward tilting of the region has been dated as mid-Miocene to Pliocene by King (HYPERLINK "../../references/Others/King_1948_Geology_of_the_Southern_Guadalupe_Mountains_ERMS241749.pdf" \l "page=134"1948, pp. 120(21) and is associated with the uplift of the Guadalupe Mountains to the west. Fault zones along the eastern margin of the basin, where it flanks the Central Basin Platform, were active during the Late Permian. Evidence for this includes the displacement of the Rustler Formation (hereafter referred to as the Rustler) observed by Holt and Powers ( HYPERLINK "../../references/Others/Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf" \l "page=55" 1988, pp. 4(14) and the thinning of the Dewey Lake Redbeds Formation (hereafter referred to as the Dewey Lake) reported by Schiel ( HYPERLINK "../../references/Others/Schiel_ERMS220465.pdf" 1994). There is, however, no surface displacement along the trend of these fault zones, indicating that there has been no significant Quaternary movement. Other faults identified within the evaporite sequence of the Delaware Basin are inferred by Barrows figures in Borns et al. ( HYPERLINK "../../references/Others/Borns_et_al_1983_Deformation_of_Evaporites_Near_the_WIPP_SAND82_1069_ERMS227532.pdf" \l "page=55" 1983, pp. 58(60) to be the result of salt deformation rather than regional tectonic processes. According to Muehlberger, Belcher, and Goetz ( HYPERLINK "../../references/Others/ERMS241238.pdf" 1978, p. 338), the nearest faults on which Quaternary movement has been identified lie to the west of the Guadalupe Mountains and are of minor regional significance. The effects of regional tectonics and changes in regional stress have therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. There are no reported stress measurements from the Delaware Basin, but a lowlevel, regional stress regime with low deviatoric stress has been inferred from the geological setting of the area (see the CCA, Chapter 2.0, Section 2.1.5). The inferred low level of regional stress and the lack of Quaternary tectonic activity indicate that regional tectonics and any changes in regional stress will be minor and therefore of low consequence to the performance of the disposal system. Even if rates of regional tectonic movement experienced over the past 10 million years continue, the extent of regional uplift and subsidence over the next 10,000 years would only be about several feet (ft) (approximately 1 meter [m]). This amount of uplift or subsidence would not lead to a breach of the Salado because the salt would deform plastically to accommodate this slow rate of movement. Uniform regional uplift or a small increase in regional dip consistent with this past rate could give rise to downcutting by rivers and streams in the region. The extent of this downcutting would be little more than the extent of uplift, and reducing the overburden by 1 or 2m would have no significant effect on groundwater flow or contaminant transport in units above or below the Salado. Thus the effects of regional uplift and subsidence have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Tectonic Setting and Site Structural Features The DOE has screened out, on the basis of either probability or consequence or both, all tectonic, magmatic, and structural processes. The screening discussions can be found in the  HYPERLINK "../../references/CCA/Appendix_SCR.pdf" CCA, Appendix SCR. The information needed for this screening is included here and covers (1) regional tectonic processes such as subsidence, uplift, and basin tilting; (2) magmatic processes such as igneous intrusion and events such as volcanism; and (3) structural processes such as faulting and loading and unloading of the rocks because of long-term sedimentation or erosion. Discussions of structural events, such as earthquakes, are considered to the extent that they may create new faults or activate old faults. The seismicity of the area is considered in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=180" CCA, Chapter 2.0, Section 2.6 for the purposes of determining seismic design parameters for the facility. Tectonics The processes and features included in this section are those more traditionally considered part of tectonicsprocesses that develop the broad-scale features of the earth. Salt dissolution is a different process that can develop some features resembling those of tectonics. Most broad-scale structural elements of the area around the WIPP developed during the Late Paleozoic (see the  HYPERLINK "../../references/CCA/Appendix_GCR.pdf" \l "page=180" CCA, Appendix GCR, pp. 3-58 through 3-77). There is little historical or geological evidence of significant tectonic activity in the vicinity, and the level of stress in the region is low. The entire region tilted slightly during the Tertiary, and activity related to Basin and Range tectonics formed major structures southwest of the area. Seismic activity is specifically addressed in a separate section. Broad subsidence began in the area as early as the Ordovician, developing a sag called the Tobosa Basin. By Late Pennsylvanian to Early Permian time, the Central Basin Platform developed (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=71" CCA, Chapter 2.0, Figure 2-19), separating the Tobosa Basin into two parts: the Delaware Basin to the west and the Midland Basin to the east. The Permian Basin refers to the collective set of depositional basins in the area during the Permian Period. Southwest of the Delaware Basin, the Diablo Platform began developing either in the Late Pennsylvanian or Early Permian. The Marathon Uplift and Ouachita tectonic belt limited the southern extent of the Delaware Basin. According to Brokaw et al. ( HYPERLINK "../../references/Others/Brokaw_et_al_1972_Geology_Hydrology_of_the_Carlsbad_Potash_Area_Open_File_Report_4339_1.pdf" \l "page=37" 1972, p. 30), pre-Ochoan sedimentary rocks in the Delaware Basin show evidence of gentle downwarping during deposition, while Ochoan and younger rocks do not. A relatively uniform eastward tilt, generally from about 14 to 19 meters per kilometer (m/km) (75 to 100 feet per mile [ft/mi]), has been superimposed on the sedimentary sequence. King (HYPERLINK "../../references/Others/King_1948_Geology_of_the_Southern_Guadalupe_Mountains_ERMS241749.pdf" \l "page=122"1948, pp. 108 and HYPERLINK "../../references/Others/King_1948_Geology_of_the_Southern_Guadalupe_Mountains_ERMS241749.pdf" \l "page=135"121) generally attributes the uplift of the Guadalupe and Delaware mountains along the west side of the Delaware Basin to the later Cenozoic, though he also notes that some faults along the west margin of the Guadalupe Mountains have displaced Quaternary gravels. King (HYPERLINK "../../references/Others/King_1948_Geology_of_the_Southern_Guadalupe_Mountains_ERMS241749.pdf" \l "page=158"1948, p. 144) also infers the uplift from the Pliocene-age deposits of the Llano Estacado. Subsequent studies of the Ogallala of the Llano Estacado show that it varies in age from Miocene (about 12 million years before present) to Pliocene ( HYPERLINK "../../references/Others/ERMS241431.pdf" Hawley 1993). This is the most likely range for uplift of the Guadalupe Mountains and broad tilting to the east of the Delaware Basin sequence. Analysis of the present regional stress field indicates that the Delaware Basin lies within the Southern Great Plains stress province. This province is a transition zone between the extensional stress regime to the west and the region of compressive stress to the east. An interpretation by Zoback and Zoback ( HYPERLINK "../../references/Others/ERMS241601.pdf" 1991, p. 350) of the available data indicates that the level of stress in the Southern Great Plains stress province is low. Changes to the tectonic setting, such as the development of subduction zones and a consequent change in the driving forces, would take much longer than 10,000 years to occur. To the west of the Southern Great Plains province is the Basin and Range province, or Cordilleran Extension province, where according to Zoback and Zoback ( HYPERLINK "../../references/Others/ERMS241601.pdf" 1991, pp. 34851) normal faulting is the characteristic style of deformation. The eastern boundary of the Basin and Range province is marked by the Rio Grande Rift. Sanford, Jakasha, and Cash ( HYPERLINK "../../references/Others/ERMS241571.pdf" 1991, p. 230) note that, as a geological structure, the Rift extends beyond the relatively narrow geomorphological feature seen at the surface, with a magnetic anomaly at least 500 km (300 mi) wide. On this basis, the Rio Grande Rift can be regarded as a system of axial grabens along a major north-south trending structural uplift (a continuation of the Southern Rocky Mountains). The magnetic anomaly extends beneath the Southern Great Plains stress province, and regional-scale uplift of about 1,000 m (3,300 ft) over the past 10 million years also extends into eastern New Mexico. To the east of the Southern Great Plains province is the large Mid-Plate province that encompasses central and eastern regions of the conterminous United States and the Atlantic basin west of the Mid-Atlantic Ridge. The Mid-Plate province is characterized by low levels of paleo- and historic seismicity. Where Quaternary faulting has occurred, it is generally strike-slip and appears to be associated with the reactivation of older structural elements. Zoback et al. ( HYPERLINK "../../references/Others/Zoback_et_al_1991.pdf" 1991) report no stress measurements from the Delaware Basin. The stress field in the Southern Great Plains stress province has been defined from borehole measurements in west Texas and from volcanic lineaments in northern New Mexico. These measurements were interpreted by Zoback and Zoback ( HYPERLINK "../../references/Others/ERMS241601.pdf" 1991, p. 353) to indicate that the least principal horizontal stress is oriented north-northeast and south-southwest and that most of the province is characterized by an extensional stress regime. There is an abrupt change between the orientation of the least principal horizontal stress in the Southern Great Plains and the west-northwest orientation of the least principal horizontal stress characteristic of the Rio Grande Rift. In addition to the geological indications of a transition zone as described above, Zoback and Zoback (HYPERLINK "../../references/Others/Zoback_Zoback_1980_State_of_Stress_in_the_Conterminous_ERMS241600.pdf" \l "22"1980, p. 6134) point out that there is also evidence for a sharp boundary between these two provinces. This is reinforced by the change in crustal thickness from about 40 km (24 mi) beneath the Colorado Plateau to about 50 km (30 mi) or more beneath the Southern Great Plains east of the Rio Grande Rift. The base of the crust within the Rio Grande Rift is poorly defined but is shallower than that of the Colorado Plateau ( HYPERLINK "../../references/Others/ERMS241603.pdf" Thompson and Zoback 1979, p. 152). There is also markedly lower heat flow in the Southern Great Plains (typically < 60 m W m(2) reported by Blackwell, Steele, and Carter ( HYPERLINK "../../references/Others/ERMS241460.pdf" 1991, p. 428) compared with that in the Rio Grande Rift (typically > 80 m W m(2) reported by Reiter, Barroll, and Minier ( HYPERLINK "../../references/Others/ERMS241575.pdf" 1991, p. 463). On the eastern boundary of the Southern Great Plains province, there is only a small rotation in the direction of the least principal horizontal stress. There is, however, a change from an extensional, normal faulting regime to a compressive, strike-slip faulting regime in the Mid-Plate province. According to Zoback and Zoback (1980, p. 6134), the available data indicate that this change is not abrupt and that the Southern Great Plains province can be viewed as a marginal part of the Mid-Plate province. Structural FEPs Deformation FEP Numbers: N6 and N7 FEP Titles: Salt Deformation (N6) Diapirism (N7) Screening Decision: SO-P Natural Salt Deformation and Diapirism at the WIPP site over the next 10,000 yrs on a scale severe enough to significantly affect performance of the disposal system have been eliminated from PA calculations on the basis of low probability of occurrence. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Deformation Some of the evaporites in the northern Delaware Basin have been deformed and it has been proposed that the likely mechanism for deformation is gravity foundering of the more dense anhydrites in less dense halite (e.g.,  HYPERLINK "../../references/Others/ERMS241419.pdf" Anderson and Powers 1978,  HYPERLINK "../../references/Others/Jones_1981_Geologic_Data_for_Borehole_ERDA_6_Open_File_Report_81_468.pdf" Jones 1981,  HYPERLINK "../../references/Others/Borns_et_al_1983_Deformation_of_Evaporites_Near_the_WIPP_SAND82_1069_ERMS227532.pdf" Borns et al. 1983, and  HYPERLINK "../../references/Others/ERMS235759.pdf" Borns 1987). Diapirism occurs when the deformation is penetrative, i.e., halite beds disrupt overlying anhydrites. As Anderson and Powers (1978) suggested, this may have happened northeast of the WIPP at the location of drillhole ERDA-6. This is the only location where diapirism has been suggested for the evaporites of the northern Delaware Basin. The geologic situation suggests that deformation occurred before the Miocene-Pliocene Ogallala Formation was deposited ( HYPERLINK "../../references/Others/Jones_1981_Geologic_Data_for_Borehole_ERDA_6_Open_File_Report_81_468.pdf" Jones 1981). Mechanical modeling is consistent with salt deformation occurring over about 700,000 yrs to form the deformed features known in the northern part of the WIPP site ( HYPERLINK "../../references/Others/Borns_et_al_1983_Deformation_of_Evaporites_Near_the_WIPP_SAND82_1069_ERMS227532.pdf" Borns et al. 1983). The DOE drew the conclusion that evaporites at the WIPP site deform too slowly to affect performance of the disposal system. Because brine reservoirs appear to be associated with deformation, Powers et al. ( HYPERLINK "../../references/Others/Powers_Sigda_Holt_1996_Probability_of_Intercepting_a_Pressurized_Brine_Reservoir_ERMS240199.pdf" 1996) prepared detailed structure elevation maps of various units from the base of the Castile upward through the evaporites in the northern Delaware Basin. Drillholes are far more numerous for this study than at the time of the study by Anderson and Powers ( HYPERLINK "../../references/Others/ERMS241419.pdf" 1978). Subdivisions of the Castile appear to be continuous in the vicinity of ERDA-6 and at ERDA-6. There is little justification for interpreting diapiric piercement at that site. The location and distribution of evaporite deformation in the area of the WIPP site is similar to that proposed by earlier studies (e.g., Anderson and Powers 1978, Borns et al. 1983,  HYPERLINK "../../references/Others/Borns_Shaffer_1985_Regional_Well_Log_Correlation_SAND83_1798_ERMS224511.pdf" Borns and Shaffer 1985). Surface domal features at the northwestern end of Nash Draw were of undetermined origin prior to WIPP investigations (e.g.,  HYPERLINK "../../references/Others/Vine_1963_Surface_Geology_of_Nash_Draw_Quadrangle_Bulletin_1141B.pdf" Vine 1963), but extensive geophysical studies were conducted of these features as part of early WIPP studies (see  HYPERLINK "../../references/Others/Powers_1996_Tracing_Early_Breccia_Pipe_Studies_SAND94_0991_ERMS230968.pdf" Powers 1996). Two of the domal features were drilled, demonstrating that they had a solution-collapse origin (breccia pipes) and were not related in any way to salt diapirism ( HYPERLINK "../../references/Others/Snyder_Gard_1982_Evaluation_of_Breccia_pipes_Open_File_Report_82_968.pdf" Snyder and Gard 1982). A more recent study of structure for the Culebra Dolomite Member of the Rustler Formation (hereafter referred to as the Culebra) (HYPERLINK "../../references/Others/Powers_2002_Analysis_Report_Task_1_of_AP088_ERMS522086.pdf"Powers 2003) shows that the larger deformation associated with deeper units is reflected by the Culebra, although the structural relief is muted. In addition, evaporite deformation in the northern part of the WIPP site, associated with the area earlier termed the disturbed zone ( HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" Powers et al. 1978), is hardly observable on a map of Culebra structure (Powers 2003). There is no evidence of more recent deformation at the WIPP site based on such maps. Deformed salt in the lower Salado and upper strata of the Castile has been encountered in a number of boreholes around the WIPP site; the extent of existing salt deformation is summarized in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=80" CCA, Chapter 2.0, Section 2.1.6.1, and further detail is provided in the  HYPERLINK "../../references/CCA/Appendix_DEF.pdf" CCA, Appendix DEF. A number of mechanisms may result in salt deformation: in massive salt deposits, buoyancy effects or diapirism may cause salt to rise through denser, overlying units; and in bedded salt with anhydrite or other interbeds, gravity foundering of the interbeds into the halite may take place. Results from rock mechanics modeling studies (see the CCA, Appendix DEF) indicate that the time scale for the deformation process is such that significant natural deformation is unlikely to occur at the WIPP site over any time frame significant to waste isolation. Thus natural salt deformation and diapirism severe enough to alter existing patterns of groundwater flow or the behavior of the disposal system over the regulatory period has been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 yrs. Fracture Development FEP Number: N8 FEP Title: Formation of Fractures Screening Decision: SO-P, UP (Repository) Formation of Fractures has been eliminated from PA calculations on the basis of a low probability of occurrence over 10,000 yrs. The Formation of Fractures near the repository is accounted for in PA through treatment of the DRZ. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The formation of fractures requires larger changes in stress than are required for changes to the properties of existing fractures to overcome the shear and tensile strength of the rock. It has been concluded from the regional tectonic setting of the Delaware Basin that no significant changes in regional stress are expected over the regulatory period. The EPA agrees that fracture formation in the Rustler is likely a result of halite dissolution and subsequent overlying unit fracturing loading/unloading, as well as the syn- and postdepositional processes. Intraformational postdepositional dissolution of the Rustler has been ruled out as a major contributor to Rustler salt distribution and thus to new fracture formation based on work by Holt and Powers in the CCA ( HYPERLINK "../../references/CCA/Appendix_DEF.pdf" \l "page=33" Appendix DEF, Section DEF3.2) and Powers and Holt ( HYPERLINK "../../references/Others/Powers_Holt_1999_The_Los_Medanos_Member_of_the_Permian_Rustler_Formation.pdf" 1999 and  HYPERLINK "../../references/Others/Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf" 2000), who believe that depositional facies and syndepositional dissolution account for most of the patterns on halite distribution in the Rustler. The argument against developing new fractures in the Rustler during the regulatory period appears reasonable. The formation of new fracture sets in the Culebra has therefore been eliminated from PA calculations on the basis of a low probability of occurrence over 10,000 yrs. Repository-induced fracturing of the DRZ and Salado interbeds is accounted for in PA calculations. A mechanism such as salt diapirism could develop fracturing in the Salado, but there is little evidence of diapirism in the Delaware Basin. Salt deformation has occurred in the vicinity of the WIPP, and fractures have developed in deeper Castile anhydrites as a consequence. Deformation rates are slow, and it is highly unlikely that this process will induce significant new fractures in the Salado during the regulatory time period. Surface domal features at the northwestern end of Nash Draw were of undetermined origin prior to WIPP investigations (e.g.,  HYPERLINK "../../references/Others/Vine_1963_Surface_Geology_of_Nash_Draw_Quadrangle_Bulletin_1141B.pdf" Vine 1963), but extensive geophysical studies were conducted of these features as part of early WIPP studies (see  HYPERLINK "../../references/Others/Powers_1996_Tracing_Early_Breccia_Pipe_Studies_SAND94_0991_ERMS230968.pdf" Powers 1996). Two of the domal features were drilled, demonstrating that they had a solution-collapse origin (breccia pipes) and were not related in any way to salt diapirism ( HYPERLINK "../../references/Others/Snyder_Gard_1982_Evaluation_of_Breccia_pipes_Open_File_Report_82_968.pdf" Snyder and Gard 1982). FEP Number: N9 FEP Title: Changes in Fracture Properties Screening Decision: SO-C, UP (near repository) Naturally induced Changes in Fracture Properties that may affect groundwater flow or radionuclide transport in the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Changes in Fracture Properties near the repository are accounted for in PA calculations through treatment of the DRZ. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Groundwater flow in the region of the WIPP and transport of any released radionuclides may take place along fractures. The rate of flow and the extent of transport will be influenced by fracture characteristics. Changes in fracture properties could arise through natural changes in the local stress field; for example, through tectonic processes, erosion or sedimentation changing the amount of overburden, dissolution of soluble minerals along beds in the Rustler or upper Salado, or dissolution or precipitation of minerals in fractures. Tectonic processes and features (changes in regional stress [HYPERLINK \l "SCR-4_1_2_1"N3]; tectonics [HYPERLINK \l "SCR-4_1_2_1"N4]; regional uplift and subsidence [HYPERLINK \l "SCR-4_1_2_1"N5]; salt deformation [HYPERLINK \l "SCR-4_1_3_1_1"N6]; diapirism [HYPERLINK \l "SCR-4_1_3_1_1"N7]) have been screened out of PA. These processes are not expected to significantly change the character of fractures during the regulatory period. Surface erosion or deposition (e.g., HYPERLINK \l "SCR-4_4_1_5"N41N49) are not expected to significantly change the overburden on the Culebra during the regulatory period. The relationship between Culebra transmissivity and depth is significant (HYPERLINK "../../references/Others/Holt_Yarbrough_2002_Analysis_Report_Task_2_of_AP_088_Estimating_Base_TFIELDs_ERMS523889.pdf"Holt and Yarbrough 2002,  HYPERLINK "../../references/Others/Holt_Powers_2002_Impact.pdf" Holt and Powers 2002), but the potential change to Culebra transmissivity based on deposition or erosion from these processes over the regulatory period is insignificant. Shallow dissolution (HYPERLINK \l "SCR-4_1_5_1"N16), where soluble beds from the upper Salado or Rustler are removed by groundwater, has been extensively considered. There are no direct effects on the Salado at depths of the repository. Extensive study of the upper Salado and Rustler halite units ( HYPERLINK "../../references/Others/Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf" Holt and Powers 1988, the  HYPERLINK "../../references/CCA/Appendix_FAC.pdf" CCA, Appendix FAC,  HYPERLINK "../../references/Others/Powers_Holt_1999_The_Los_Medanos_Member_of_the_Permian_Rustler_Formation.pdf" Powers and Holt 1999 and  HYPERLINK "../../references/Others/Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf" 2000,  HYPERLINK "../../references/Others/Powers_2002_Analysis_Report_Task_1_of_AP088_ERMS522086.pdf" Powers 2003) indicates little potential for dissolution at the WIPP site during the regulatory period. Existing fracture properties are expressed through the relationship between Culebra transmissivity values and geologic factors at and near the WIPP site (Holt and Yarbrough 2002;  HYPERLINK "../../references/Others/Holt_Powers_2002_Impact.pdf" Holt and Powers 2002, p.215). These will be incorporated in PA (see N16, Shallow Dissolution). Mineral precipitation within fractures (HYPERLINK \l "SCR-4_1_5_3"N22) is expected to be beneficial to performance, and it has been screened out on the basis of low consequence. Natural dissolution of fracture fillings within the Culebra is incorporated within FEP N16 (Shallow Dissolution). There is no new information on the distribution of fracture fillings within the Culebra. The effects of fracture fillings are also expected to be represented in the distribution of Culebra transmissivity values around the WIPP site and are thus incorporated into PA. Repository-induced fracturing of the DRZ and Salado interbeds is accounted for in PA calculations (UP), and is discussed further in FEPs HYPERLINK \l "SCR-6_3_1_1"W18 and HYPERLINK \l "SCR-6_3_1_1"W19. FEP Numbers: N10 and N11 FEP Titles: Formation of New Faults (N10) Fault Movement (N11) Screening Decision: SO-P Naturally induced Fault Movement and Formation of New Faults of sufficient magnitude to significantly affect the performance of the disposal system have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 yrs. Summary of New Information No changes have been made to this FEP. Screening Argument Faults are present in the Delaware Basin in both the units underlying the Salado and in the Permian evaporite sequence (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=79" CCA, Section 2.1.5.3). According to Powers et al. ( HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" 1978 included in the  HYPERLINK "../../references/CCA/Appendix_GCR.pdf" CCA, Appendix GCR), there is evidence that movement along faults within the pre-Permian units affected the thickness of Early Permian strata, but these faults did not exert a structural control on the deposition of the Castile, the Salado, or the Rustler. Fault zones along the margins of the Delaware Basin were active during the Late Permian Period. Along the eastern margin, where the Delaware Basin flanks the Central Basin Platform, Holt and Powers ( HYPERLINK "../../references/Others/Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf" 1988, also included in the  HYPERLINK "../../references/CCA/Appendix_FAC.pdf" CCA, Appendix FAC) note that there is displacement of the Rustler, and Schiel ( HYPERLINK "../../references/Others/Schiel_ERMS220465.pdf" 1994) notes that there is thinning of the Dewey Lake. There is, however, no surface displacement along the trend of these fault zones, indicating that there has been no significant Quaternary movement. Muehlberger et al. ( HYPERLINK "../../references/Others/ERMS241238.pdf" 1978, p. 338) note that the nearest faults on which Quaternary movement has been identified lie to the west of the Guadalupe Mountains. The WIPP is located in an area of tectonic quiescence. Seismic monitoring conducted for the WIPP since the CCA continues to record small events at distance from the WIPP, and these events are mainly in areas associated with hydrocarbon production. Two nearby events (magnitude 3.5, October 1997, and magnitude 2.8, December 1998) are related to rockfalls in the Nash Draw mine and are not tectonic in origin ( HYPERLINK "../../references/Others/DOE_1999_WIPP_1998_Site_Environmental_Report_99_2225.pdf" U.S. Department of Energy 1999). These events did not cause any damage at the WIPP. The absence of Quaternary fault scarps and the general tectonic setting and understanding of its evolution indicate that large-scale, tectonically induced fault movement within the Delaware Basin can be eliminated from PA calculations on the basis of low probability over 10,000 yrs. The stable tectonic setting also allows the formation of new faults within the basin over the next 10,000 yrs to be eliminated from PA calculations on the basis of low probability of occurrence. Evaporite dissolution at or near the WIPP site has the potential for developing fractures in the overlying beds. Three zones with halite (top of Salado, M1/H1 of the Los Medaos Member, and M2/H2 of the Los Medaos Member) underlie the Culebra at the site ( HYPERLINK "../../references/Others/Powers_2002_Analysis_Report_Task_1_of_AP088_ERMS522086.pdf" Powers 2003). The upper Salado is present across the site, and there is no indication that dissolution of this area will occur in the regulatory period or cause faulting at the site. The Los Medaos units show both mudflat facies and halite-bearing facies within or adjacent to the WIPP site (Powers 2003). Although the distribution of halite in the Rustler is mainly the result of depositional facies and syndepositional dissolution ( HYPERLINK "../../references/Others/Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf" Holt and Powers 1988,  HYPERLINK "../../references/Others/Powers_Holt_1999_The_Los_Medanos_Member_of_the_Permian_Rustler_Formation.pdf" Powers and Holt 1999 and  HYPERLINK "../../references/Others/Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf" 2000), the possibility of past or future halite dissolution along the margins cannot be ruled out (Holt and Powers 1988, Beauheim and Holt 1999). If halite in the lower Rustler has been dissolved along the depositional margin, it has not occurred recently or has been of no consequence, as there is no indication on the surface or in Rustler structure of new (or old) faults in this area (e.g.,  HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" Powers et al. 1978, Powers 2003). The absence of Quaternary fault scarps and the general tectonic setting and understanding of its evolution indicate that large-scale, tectonically induced fault movement within the Delaware Basin can be eliminated from PA calculations on the basis of low probability over 10,000 years. The stable tectonic setting also allows the formation of new faults within the basin over the next 10,000 years to be eliminated from PA calculations on the basis of low probability of occurrence. FEP Number: N12 FEP Title:  SEQ CHAPTER \h \r 1Seismic Activity Screening Decision: UP The postclosure effects of Seismic Activity on the repository and the DRZ are accounted for in PA calculations. Summary of New Information Seismic monitoring conducted for the WIPP since the CRA-2004 continues to record small events at a distance from the WIPP, mainly in areas associated with hydrocarbon production. Three seismic events (magnitude 2.4, January 27, 2006; magnitude 3.8, December 19, 2005; and magnitude 3.6, May 23, 2004) occurred within 300 km of the WIPP (see  HYPERLINK "../../references/Others/DOE_WIPP_Environmental_Report_05_2225.pdf" U.S. Department of Energy 2005,  HYPERLINK "../../references/Others/DOE_WIPP_Environmental_Report_06_2225.pdf" 2006,  HYPERLINK "../../references/Others/DOE_WIPP_Environmental_Report_07_2225.pdf" 2007a). These events did not cause any damage at the WIPP. Screening Argument The following subsections present the screening argument for seismic activity (groundshaking).  SEQ CHAPTER \h \r 1Causes of Seismic Activity Seismic activity describes transient ground motion that may be generated by several energy sources. There are two possible causes of seismic activity that could potentially affect the WIPP site: natural and human-induced. Natural seismic activity is caused by fault movement (earthquakes) when the buildup of strain in rock is released through sudden rupture or movement. Human-induced seismic activity may result from a variety of surface and subsurface activities, such as explosions (HYPERLINK \l "SCR-5_1_3_1"H19 and HYPERLINK \l "SCR-5_1_3_2"H20), mining (HYPERLINK \l "SCR-5_1_2_1"H13, HYPERLINK \l "SCR-5_1_2_2"H14, HYPERLINK \l "SCR-5_2_2_3"H58, and HYPERLINK \l "SCR-5_2_2_4"H59), fluid injection (HYPERLINK \l "SCR-5_2_1_6"H28), and fluid withdrawal (HYPERLINK \l "SCR-5_2_1_5"H25). Groundshaking Ground vibration and the consequent shaking of buildings and other structures are the most obvious effects of seismic activity. Once the repository and shafts have been sealed, however, existing surface structures will be dismantled. Postclosure PAs are concerned with the effects of seismic activity on the closed repository. In regions of low and moderate seismic activity, such as the Delaware Basin, rocks behave elastically in response to the passage of seismic waves, and there are no long-term changes in rock properties. The effects of earthquakes beyond the DRZ have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. An inelastic response, such as cracking, is only possible where there are free surfaces, as in the roof and walls of the repository prior to closure by creep. Seismic activity could, therefore, have an effect on the properties of the DRZ. An assessment of the extent of damage in underground excavations caused by groundshaking depends largely on observations from mines and tunnels. Because such excavations tend to take place in rock types more brittle than halite, these observations cannot be related directly to the behavior of the WIPP. According to Wallner ( HYPERLINK "../../references/Others/ERMS241372.pdf" 1981, p. 244), the DRZ in brittle rock types is likely to be more highly fractured and hence more prone to spalling and rockfalls than an equivalent zone in salt. Relationships between groundshaking and subsequent damage observed in mines will therefore be conservative with respect to the extent of damage induced at the WIPP by seismic activity. Dowding and Rozen ( HYPERLINK "../../references/Others/Dowding_Rozen_1978_Damage_to_Rock_Tunnels_from_Earthquake_Shaking_ERMS241350.pdf" 1978) classified damage in underground structures following seismic activity and found that no damage (cracks, spalling, or rockfalls) occurred at accelerations below 0.2 gravities and that only minor damage occurred at accelerations up to 0.4 gravities. Lenhardt ( HYPERLINK "../../references/Others/Lenhardt_1988.pdf" 1988, p. 392) showed that a magnitude 3 earthquake would have to be within 1 km (0.6 mi) of a mine to result in falls of loose rock. The risk of seismic activity in the region of the WIPP reaching these thresholds is discussed below. Seismic Risk in the Region of the WIPP Prior to the introduction of a seismic monitoring network in 1960, most recorded earthquakes in New Mexico were associated with the Rio Grande Rift, although small earthquakes were detected in other parts of the region. In addition to continued activity in the Rio Grande Rift, the instrumental record has shown a significant amount of seismic activity originating from the Central Basin Platform and a number of small earthquakes in the Los Medaos area. Seismic activity in the Rio Grande Rift is associated with extensional tectonics in that area. Seismic activity in the Central Basin Platform may be associated with natural earthquakes, but there are also indications that this activity occurs in association with oil-field activities such as fluid injection. Small earthquakes in the Los Medaos region have not been precisely located, but may be the result of mining activity in the region. The  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=194" CCA, Chapter 2.0, Section 2.6.2 contains additional discussion of seismic activity and risk in the WIPP region. The instrumental record was used as the basis of a seismic risk study primarily intended for design calculations of surface facilities rather than for postclosure PAs. The use of this study to define probable ground accelerations in the WIPP region over the next 10,000 yrs is based on the assumptions that hydrocarbon extraction and potash mining will continue in the region and that the regional tectonic setting precludes major changes over the next 10,000 yrs. Three source regions were used in calculating seismic risk: the Rio Grande Rift, the Central Basin Platform, and part of the Delaware Basin province (including the Los Medaos). Using conservative assumptions about the maximum magnitude event in each zone, the study indicated a return period of about 10,000 years (annual probability of occurrence of 10(4) for events producing ground accelerations of 0.1gravities. Ground accelerations of 0.2 gravities would have an annual probability of occurrence of about 5 10-6. The results of the seismic risk study and the observations of damage in mines caused by groundshaking give an estimated annual probability of occurrence of between 10(8 and 10(6 for events that could increase the permeability of the DRZ. The DRZ is accounted for in PA calculations as a zone of permanently high permeability (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_4" Appendix PA-2009, Section PA4.2.4); this treatment is considered to account for the effects of any potential seismic activity. Crustal Process FEP Number: N13 FEP Title: Volcanic Activity Screening Decision: SO-P Volcanic Activity has been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 yrs. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The Paleozoic and younger stratigraphic sequences within the Delaware Basin are devoid of locally derived volcanic rocks. Volcanic ashes (dated at 13 million years and 0.6 million years) do occur in the Gatua Formation (hereafter referred to as the Gatua), but these are not locally derived. Within eastern New Mexico and northern, central, and western Texas, the closest Tertiary volcanic rocks with notable areal extent or tectonic significance to the WIPP are approximately 160 km (100 mi) to the south in the Davis Mountains volcanic area. The closest Quaternary volcanic rocks are 250 km (150 mi) to the northwest in the Sacramento Mountains. No volcanic rocks are exposed at the surface within the Delaware Basin. Volcanic activity is associated with particular tectonic settings: constructive and destructive plate margins, regions of intraplate rifting, and isolated hot-spots in intraplate regions. The tectonic setting of the WIPP site and the Delaware Basin is remote from plate margins, and the absence of past volcanic activity indicates the absence of a major hot spot in the region. Intraplate rifting has taken place along the Rio Grande some 200 km (120 mi) west of the WIPP site during the Tertiary and Quaternary Periods. Igneous activity along this rift valley is comprised of sheet lavas intruded on by a host of small-to-large plugs, sills, and other intrusive bodies. However, the geological setting of the WIPP site within the large and stable Delaware Basin allows volcanic activity in the region of the WIPP repository to be eliminated from performance calculations on the basis of low probability of occurrence over the next 10,000 years. FEP Number: N14 FEP Title: Magmatic Activity Screening Decision: SO-C The effects of Magmatic Activity have been eliminated from the PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Magmatic activity is defined as the subsurface intrusion of igneous rocks into country rock. Deep intrusive igneous rocks crystallize at depths of several kilometers (several miles) and have no surface or near-surface expression until considerable erosion has taken place. Alternatively, intrusive rocks may form from magma that has risen to near the surface or in the vents that give rise to volcanoes and lava flows. Magma near the surface may be intruded along subvertical and subhorizontal discontinuities (forming dikes and sills, respectively), and magma in volcanic vents may solidify as plugs. The formation of such features close to a repository or the existence of a recently intruded rock mass could impose thermal stresses, inducing new fractures or altering the hydraulic characteristics of existing fractures. The principal area of magmatic activity in New Mexico is the Rio Grande Rift, where extensive intrusions occurred during the Tertiary and Quaternary Periods. The Rio Grande Rift, however, is in a different tectonic province than the Delaware Basin, and its magmatic activity is related to the extensional stress regime and high heat flow in that region. Within the Delaware Basin, there is a single identified outcrop of a lamprophyre dike about 70km (40 mi) southwest of the WIPP (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=79" CCA, Chapter 2.0, Section 2.1.5.4 and the  HYPERLINK "../../references/CCA/Appendix_GCR.pdf" CCA, Appendix GCR for more detail). Closer to the WIPP site, similar rocks have been exposed within potash mines some 15km (10 mi) to the northwest, and igneous rocks have been reported from petroleum exploration boreholes. Material from the subsurface exposures has been dated at around 35 million years. Some recrystallization of the host rocks took place alongside the intrusion, and there is evidence that minor fracture development and fluid migration also occurred along the margins of the intrusion. However, the fractures have been sealed, and there is no evidence that the dike acted as a conduit for continued fluid flow. Aeromagnetic surveys of the Delaware Basin have shown anomalies that lie on a linear southwest-northeast trend that coincides with the surface and subsurface exposures of magmatic rocks. There is a strong indication, therefore, of a dike or a closely related set of dikes extending for at least 120 km (70 mi) across the region (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=79" CCA, Chapter 2.0, Section 2.1.5.4). The aeromagnetic survey conducted to delineate the dike showed a magnetic anomaly that is several kilometers (several miles) wide at depth and narrows to a thin trace near the surface. This pattern is interpreted as the result of an extensive dike swarm at depths of less than approximately 4.0 km (2.5 mi) near the Precambrian basement, from which a limited number of dikes have extended towards the surface. Magmatic activity has taken place in the vicinity of the WIPP site in the past, but the igneous rocks have cooled over a long period. Any enhanced fracturing or conduits for fluid flow have been sealed by salt creep and mineralization. Continuing magmatic activity in the Rio Grande Rift is too remote from the WIPP location to be of consequence to the performance of the disposal system. Thus the effects of magmatic activity have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N15 FEP Title: Metamorphic Activity Screening Decision: SO-P Metamorphic Activity has been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Metamorphic activity, that is, solid-state recrystallization changes to rock properties and geologic structures through the effects of heat and/or pressure, requires depths of burial much greater than the depth of the repository. Regional tectonics that would result in the burial of the repository to the depths at which the repository would be affected by metamorphic activity have been eliminated from PA calculations on the basis of low probability of occurrence; therefore, metamorphic activity has also been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Geochemical Processes FEP Number: N16 FEP Title: Shallow Dissolution (including lateral dissolution) Screening Decision: UP Shallow Dissolution is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument This section discusses a variety of styles of dissolution that have been active in the region of the WIPP or in the Delaware Basin. A distinction has been drawn between shallow dissolution involving circulation of groundwater, mineral dissolution in the Rustler and at the top of the Salado in the region of the WIPP, and deep dissolution taking place in the Castile and the base of the Salado. Dissolution will initially enhance porosities, but continued dissolution may lead to compaction of the affected units with a consequent reduction in porosity. Compaction may result in fracturing of overlying brittle units and increased permeability. Extensive dissolution may create cavities (karst) and result in the total collapse of overlying units. This topic is discussed further in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=87" CCA, Chapter 2.0, Section 2.1.6.2. Shallow Dissolution In the region around the WIPP, shallow dissolution by groundwater flow has removed soluble minerals from the upper Salado as well as the Rustler to form Nash Draw; extensive solution within the closed draw has created karst features including caves and dolines in the sulfate beds of the Rustler (see HYPERLINK "../../references/Others/Lee_1925_Erosion_by_Solution_and_Fill_ERMS252969.pdf"Lee, 1925,  HYPERLINK "../../references/Others/Bachman_1980_Regional_Geology_Cenozoic_History_Open_File_Report_80_1099.pdf" Bachman, 1980,  HYPERLINK "../../references/Others/Bachman_1985_Assessment_of_Near_Surface_Dissolution_at_and_Near_the_WIPP_SAND84_7178_ERMS224609.pdf" 1985, and  HYPERLINK "../../references/Others/ERMS249769.pdf" 1987a). An alluvial doline drilled at WIPP 33, about 850 m (2800 ft) west of the WIPP site boundary, is the nearest karst feature known in the vicinity of the site. Upper Salado halite dissolution in Nash Draw resulted in fracture propagation upward through the overlying Rustler ( HYPERLINK "../../references/Others/Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf" Holt and Powers 1988). The margin of dissolution of halite from the upper Salado has commonly been placed west of the WIPP site, near, but east of, Livingston Ridge, the eastern boundary of Nash Draw. Halite occurs in the Rustler east of Livingston Ridge, with the margin generally progressively eastward in higher stratigraphic units (e.g.,  HYPERLINK "../../references/Others/Snyder_1985_Dissolution_of_Halite_and_Gypsum_and_Hydration_of_Anhydrite_to_Gypsum.pdf" Snyder 1985;  HYPERLINK "../../references/Others/Powers_Holt_1995_Regional_Geologic_Processes_Affecting_Rustler_Hydrogeology_ERMS244173.pdf" Powers and Holt 1995). The distribution of halite in the Rustler has commonly been attributed to shallow dissolution (e.g.,  HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" Powers et al. 1978;  HYPERLINK "../../references/Others/Lambert_1983_Dissolution_of_Evaporites_in_Delaware_Basin_SAND82_0461.pdf" Lambert, 1983; Bachman 1985;  HYPERLINK "../../references/Others/Lowenstein_1987_Post_Burial_Alteration_EEG36_DOEAL_10752_36.pdf" Lowenstein 1987). During early studies for the WIPP, the variability of Culebra transmissivity in the vicinity of the WIPP was commonly attributed to the effects of Rustler halite dissolution and changes in fracturing as a consequence. After a detailed sedimentologic and stratigraphic investigation of WIPP cores, shafts, and geophysical logs from the region around WIPP, the distribution of halite in the Rustler was attributed to depositional and syndepositional processes rather than postdepositional dissolution (Holt and Powers 1988;  HYPERLINK "../../references/Others/Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf" Powers and Holt 2000). Rustler exposures in shafts for the WIPP revealed extensive sedimentary structures in clastic units ( HYPERLINK "../../references/Others/Holt_Powers_1984_Geotechnical_Activities_in_Waste_Handling_Shaft_WTSD_TME_038.pdf" Holt and Powers 1984,  HYPERLINK "../../references/Others/Holt_Powers_1986_Geotechnical_Activities_in_Exhaust_Shaft_86_008.pdf" 1986,  HYPERLINK "../../references/Others/Holt_Powers_1990_Geotechnical_Activities_in_Air_Intake_Shaft_90_051.pdf" 1990), and the suite of features in these beds led these investigators (Holt and Powers 1988;  HYPERLINK "../../references/Others/Powers_Holt_1990_Sedimentology.pdf" Powers and Holt 1990, 2000) to reinterpret the clastic units. They conclude that the clastic facies represent mainly mudflat facies tracts adjacent to a salt pan. Although some halite was likely deposited in mudflat areas proximal to the salt pan, it was largely removed by syndepositional dissolution, as indicated by soil structures, soft sediment deformation, bedding, and small-scale vertical relationships (Holt and Powers 1988; Powers and Holt 1990,  HYPERLINK "../../references/Others/Powers_Holt_1999_The_Los_Medanos_Member_of_the_Permian_Rustler_Formation.pdf" 1999,  HYPERLINK "../../references/Others/Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf" 2000). The depositional margins of halite in the Rustler are the likely points for past or future dissolution (e.g., Holt and Powers 1988; Beauheim and Holt 1990). Cores from drillholes at the H-19 drillpad near the Tamarisk Member halite margin show evidence of some dissolution of halite in the Tamarisk ( HYPERLINK "../../references/Others/Mercer_Cole_Holt_1998_Basic_Data_Report_for_Drillholes_SAND98_0071.pdf" Mercer et al. 1998), consistent with these predictions. The distribution of Culebra transmissivity values is not considered related to dissolution of Rustler halite, and other geological factors (e.g., depth, upper Salado dissolution) correlate well with Culebra transmissivity (e.g., Powers and Holt 1995;  HYPERLINK "../../references/Others/Holt_Powers_2002_Impact.pdf" Holt and Powers 2002). Since the CCA was completed, the WIPP has conducted additional work on shallow dissolution, principally of the upper Salado, and its possible relationship to the distribution of transmissivity values for the Culebra as determined through testing of WIPP hydrology wells. Analysis Plan 088 (AP-088) ( HYPERLINK "../../references/Others/Beauheim_2002_Analysis_Plan_for_the_Evaluation_of_the_Effects_of_Head_Changes_ERMS524785.pdf" Beauheim 2002) noted that potentiometric surface values for the Culebra in many monitoring wells were outside the uncertainty ranges used to calibrate models of steady-state heads for the unit. AP-088 directed the analysis of the relationship between geological factors and values of transmissivity at Culebra wells. The relationship between geological factors, including dissolution of the upper Salado as well as limited dissolution in the Rustler, and Culebra transmissivity is being used to evaluate differences between assuming steady-state Culebra heads and changing heads. Task 1 for AP-088 ( HYPERLINK "../../references/Others/Powers_2002_Analysis_Report_Task_1_of_AP088_ERMS522086.pdf" Powers 2003) evaluated geological factors, including shallow dissolution in the vicinity of the WIPP site related to Culebra transmissivity. A much more extensive drillhole geological database was developed than was previously available, utilizing sources of data from WIPP, potash exploration, and oil and gas exploration and development. The principal findings related to shallow dissolution are (1) a relatively narrow zone (~ 200 400 m [656 1,312 ft] wide) could be defined as the margin of dissolution of the upper Salado in much of the area around WIPP, (2) the upper Salado dissolution margin commonly underlies surface escarpments such as Livingston Ridge, and (3) there are possible extensions or reentrants of incipient upper Salado dissolution extending eastward from the general dissolution margin. The WIPP site proper is not affected by this process. Culebra transmissivity correlates well with depth or overburden, which affects fracture apertures ( HYPERLINK "../../references/Others/Powers_Holt_1995_Regional_Geologic_Processes_Affecting_Rustler_Hydrogeology_ERMS244173.pdf" Powers and Holt 1995, Holt and Powers 2002; HYPERLINK "../../references/Others/Holt_Yarbrough_2002_Analysis_Report_Task_2_of_AP_088_Estimating_Base_TFIELDs_ERMS523889.pdf"Holt and Yarbrough 2002). Dissolution of the upper Salado appears to increase transmissivity by one or more orders of magnitude (Holt and Yarbrough 2002). Because there is no indication of upper Salado dissolution at the WIPP site, Holt and Yarbrough (2002) did not include this factor for the WIPP site in estimates of base transmissivity values for the WIPP site and surroundings. The effects of shallow dissolution (including the impacts of lateral dissolution) have been included in PA calculations. FEP Numbers: N18, N20, and N21 FEP Titles: Deep Dissolution (N18) Breccia Pipes (N20) Collapse Breccias (N21) Screening Decision: SO-P Deep Dissolution and the formation of associated features (for example, solution chimneys or Breccia Pipes, Collapse Breccias) at the WIPP site have been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument This section discusses a variety of styles of dissolution that have been active in the region of the WIPP or in the Delaware Basin. A distinction has been drawn between shallow dissolution, involving circulation of groundwater and mineral dissolution in the Rustler and at the top of the Salado in the region of the WIPP, and deep dissolution taking place in the Castile and the base of the Salado. Dissolution will initially enhance porosities, but continued dissolution may lead to compaction of the affected units with a consequent reduction in porosity. Compaction may result in fracturing of overlying brittle units and increased permeability. Extensive dissolution may create cavities (karst) and result in the total collapse of overlying units. This topic is discussed further in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=87" CCA, Chapter 2.0, Section 2.1.6.2. Deep Dissolution Deep dissolution is limited to processes involving dissolution of the Castile or basal Salado and features such as breccia pipes (also known as solution chimneys) associated with this process (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=87" CCA, Chapter 2.0, Section 2.1.6.2). Deep dissolution is distinguished from shallow and lateral dissolution not only by depth, but also by the origin of the water. Dissolution by groundwater from deep water-bearing zones can lead to the formation of cavities. Collapse of overlying beds leads to the formation of collapse breccias if the overlying rocks are brittle, or to deformation if the overlying rocks are ductile. If dissolution is extensive, breccia pipes or solution chimneys may form above the cavity. These pipes may reach the surface or pass upwards into fractures and then into microcracks that do not extend to the surface. Breccia pipes may also form through the downward percolation of meteoric waters, as discussed earlier. Deep dissolution is of concern because it could accelerate contaminant transport through the creation of vertical flow paths that bypass low-permeability units in the Rustler. If dissolution occurred within or beneath the waste panels themselves, there could be increased circulation of groundwater through the waste, as well as a breach of the Salado host rock. Features identified as being the result of deep dissolution are present along the northern and eastern margins of the Delaware Basin. In addition to features that have a surface expression or that appear within potash mine workings, deep dissolution has been cited by Anderson et al. ( HYPERLINK "../../references/Others/Anderson_et_al_1972_Permian_Castile.pdf" \l "page=25" 1972, p. 81) as the cause of lateral variability within evaporite sequences in the lower Salado. Exposures of the McNutt Potash Member of the Salado within a mine near Nash Draw have shown a breccia pipe containing cemented brecciated fragments of formations higher in the stratigraphic sequence. At the surface, this feature is marked by a dome, and similar domes have been interpreted as dissolution features. The depth of dissolution has not been confirmed, but the collapse structures led Anderson ( HYPERLINK "../../references/Others/Anderson_1978_Deep_Dissolution_of_Salt_Northern_Delaware_Basin_ERMS229530.pdf" \l "page=77" 1978, p. 52) and Snyder et al. ( HYPERLINK "../../references/Others/Snyder_Gard_1982_Evaluation_of_Breccia_pipes_Open_File_Report_82_968.pdf" \l "page=75" 1982, p. 65) to postulate dissolution of the Capitan Limestone at depth; collapse of the Salado, Rustler, and younger formations; and subsequent dissolution and hydration by downward percolating waters. San Simon Sink (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=87" CCA, Chapter 2.0, Section 2.1.6.2), some 35 km (20 mi) east-southeast of the WIPP site, has also been interpreted as a solution chimney. Subsidence has occurred there in historical times according to Nicholson and Clebsch ( HYPERLINK "../../references/Others/ERMS241583.pdf" 1961, p. 14), suggesting that dissolution at depth is still taking place. Whether this is the result of downward-percolating surface water or deep groundwater has not been confirmed. The association of these dissolution features with the inner margin of the Capitan Reef suggest that they owe their origins, if not their continued development, to groundwaters derived from the Capitan Limestone. Dissolution within the Castile and Lower Salado The Castile contains sequences of varved anhydrite and carbonate (that is, laminae deposited on a cyclical basis) that can be correlated between several boreholes. On the basis of these deposits, a basin-wide uniformity in the depositional environment of the Castile evaporites was assumed. The absence of varves from all or part of a sequence and the presence of brecciated anhydrite beds have been interpreted by Anderson et al. ( HYPERLINK "../../references/Others/Anderson_et_al_1972_Permian_Castile.pdf" 1972) as evidence of dissolution. Holt and Powers (the  HYPERLINK "../../references/CCA/Appendix_FAC.pdf" CCA, Appendix FAC) have questioned the assumption of a uniform depositional environment and contend that the anhydrite beds are lateral equivalents of halite sequences without significant postdepositional dissolution. Wedges of brecciated anhydrite along the margin of the Castile have been interpreted by Robinson and Powers ( HYPERLINK "../../references/Others/Robinson_Powers_1987_Clastic_Deposit_Within_Lower_Castile_Formation_ERMS241368.pdf" \l "page=10" 1987, p. 78) as gravity-driven clastic deposits, rather than the result of deep dissolution. Localized depressions at the top of the Castile and inclined geophysical marker units at the base of the Salado have been interpreted by Davies ( HYPERLINK "../../references/Others/Davies_1983_Assessing_the_Potential_for_Deep_Seated_Salt_ERMS229533.pdf" \l "page=47" 1983, p. 45) as the result of deep dissolution and subsequent collapse or deformation of overlying rocks. The postulated cause of this dissolution was circulation of undersaturated groundwaters from the Bell Canyon Formation (hereafter referred to as Bell Canyon). Additional boreholes (notably WIPP-13, WIPP-32, and DOE-2) and geophysical logging led Borns and Shaffer ( HYPERLINK "../../references/Others/Borns_Shaffer_1985_Regional_Well_Log_Correlation_SAND83_1798_ERMS224511.pdf" 1985) to conclude that the features interpreted by Davies as being dissolution features are the result of irregularities at the top of Bell Canyon. These irregularities led to localized depositional thickening of the Castile and lower Salado sediments. Collapse Breccias at Basin Margins Collapse breccias are present at several places around the margins of the Delaware Basin. Their formation is attributed to relatively fresh groundwater from the Capitan Limestone that forms the margin of the basin. Collapse breccias corresponding to features on geophysical records that have been ascribed to deep dissolution have not been found in boreholes away from the margins. These features have been reinterpreted as the result of early dissolution prior to the deposition of the Salado. Summary of Deep Dissolution Deep dissolution features have been identified within the Delaware Basin, but only in marginal areas underlain by Capitan Reef. There is a low probability that deep dissolution will occur sufficiently close to the waste panels over the regulatory period to affect groundwater flow in the immediate region of the WIPP. Deep dissolution at the WIPP site has therefore been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. FEP Number: N22 FEP Title: Fracture Infill Screening Decision: SO-C Beneficial The effects of Fracture Infill have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. No changes have been made. Screening Argument Mineralization Precipitation of minerals as fracture infills can reduce hydraulic conductivities. The distribution of infilled fractures in the Culebra closely parallels the spatial variability of lateral transmissivity in the Culebra. The secondary gypsum veins in the Rustler have not been dated. Strontium isotope studies ( HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" Siegel et al. 1991, pp. 5-53 to 5-57) indicate that the infilling minerals are locally derived from the host rock rather than extrinsically derived, and it is inferred that they reflect an early phase of mineralization and are not associated with recent meteoric waters. Stable isotope geochemistry in the Rustler has also provided information on mineral stabilities in these strata. Both Chapman ( HYPERLINK "../../references/Others/Chapman_1986_Stable_Isotopes_in_SE_NM_Groundwater_EEG35_DOEAL10752_35.pdf" \l "page=44" 1986, p. 31) and Lambert and Harvey ( HYPERLINK "../../references/Others/Lambert_Harvey_1987_Stable_Isotope_Geochemistry_of_Groundwaters_SAND87_0138.pdf" \l "page=230" 1987, p. 207) imply that the mineralogical characteristics of units above the Salado have been stable or subject to only minor changes under the various recharge conditions that have existed during the past 0.6 million yearsthe period since the formation of the Mescalero caliche and the establishment of a pattern of climate change and associated changes in recharge that led to present-day hydrogeological conditions. No changes in climate are expected other than those experienced during this period, and for this reason, no changes are expected in the mineralogical characteristics other than those expressed by the existing variability of fracture infills and diagenetic textures. Formation of fracture infills will reduce transmissivities and will therefore be of beneficial consequence to the performance of the disposal system. Subsurface Hydrological FEPs Groundwater Characteristics FEP Numbers: N23, N24, N25, and N27 FEP Titles:  SEQ CHAPTER \h \r 1Saturated Groundwater Flow (N23) Unsaturated Groundwater Flow (N24) Fracture Flow (N25) Effects of Preferential Pathways (N27) Screening Decision: UP  SEQ CHAPTER \h \r 1Saturated Groundwater Flow, Unsaturated Groundwater Flow, Fracture Flow, and Effects of Preferential Pathways are accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs. They continue to be accounted for in PA. Screening Argument Saturated groundwater flow, unsaturated groundwater flow, and fracture flow are accounted for in PA calculations. Groundwater flow is discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=97" CCA, Chapter 2.0, Section 2.2.1; and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=114" Chapter 6.0, Section 6.4.5 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=122" Section 6.4.6. The hydrogeologic properties of the Culebra are also spatially variable. This variability, including the effects of preferential pathways, is accounted for in PA calculations in the estimates of transmissivity and aquifer thickness. FEP Number: N26 FEP Title: Density Effect on Groundwater Flow Screening Decision: SO-C Density Effects on Groundwater Flow has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The most transmissive unit in the Rustler, and hence the most significant potential pathway for transport of radionuclides to the accessible environment, is the Culebra. The properties of Culebra groundwaters are not homogeneous, and spatial variations in groundwater density (the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=118" CCA, Chapter 2.0, Section 2.2.1.4.1.2) could influence the rate and direction of groundwater flow. A comparison of the gravity-driven flow component and the pressure-driven component in the Culebra, however, shows that only in the region to the south of the WIPP are head gradients low enough for density gradients to be significant ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=69" Davies 1989, p. 53). Accounting for this variability would rotate groundwater flow vectors towards the east (down-dip) and hence fluid in the high-transmissivity zone would move away from the zone. Excluding brine density variations within the Culebra from PA calculations is therefore a conservative assumption, and density effects on groundwater flow have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Changes in Groundwater Flow FEP Number: N28 FEP Title: Thermal Effects on Groundwater Flow Screening Decision: SO-C Natural Thermal Effects on Groundwater Flow have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The geothermal gradient in the region of the WIPP has been measured at about 30 C (54 F) per kilometer (50 C [90 F] per mile). Given the generally low permeability in the region and the limited thickness of units in which groundwater flow occurs (for example, the Culebra), natural convection will be too weak to have a significant effect on groundwater flow. No natural FEPs have been identified that could significantly alter the temperature distribution of the disposal system or give rise to thermal effects on groundwater flow. Such effects have therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N29 FEP Title: Saline Intrusion (hydrogeological effects) Screening Decision: SO-P Changes in groundwater flow arising from Saline Intrusion have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument No natural events or processes have been identified that could result in saline intrusion into units above the Salado or cause a significant increase in fluid density. Natural saline intrusion has therefore been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Saline intrusion arising from human events such as drilling into a pressurized brine pocket is discussed in FEPs H21 through H24 ( HYPERLINK \l "SCR-5_2_1_4" Section  REF _Ref211665209 \r \h SCR-5.2.1.4). FEP Number: N30 FEP Title: Freshwater Intrusion (hydrogeological effects) Screening Decision: SO-P Changes in groundwater flow arising from Freshwater Intrusion have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary No new information has been identified for this FEP since the CRA-2004. Screening Argument A number of FEPs, including climate change, can result in changes in infiltration and recharge (see discussions for FEPs N53 through N55,  HYPERLINK \l "SCR-4_5_3_1" Section  REF _Ref212794010 \r \h SCR-4.5.3.1). These changes will affect the height of the water table and, hence, could affect groundwater flow in the Rustler through changes in head gradients. The generally low transmissivity of the Dewey Lake and the Rustler, however, will prevent any significant changes in groundwater density from occurring within the Culebra over the timescales for which increased precipitation and recharge are anticipated. No other natural events or processes have been identified that could result in freshwater intrusion into units above the Salado or cause a significant decrease in fluid density. Freshwater intrusion has therefore been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. FEP Number: N31 FEP Title: Hydrological Response to Earthquakes Screening Decision: SO-C Hydrological Response to Earthquakes has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Hydrological Effects of Seismic Activity There are a variety of hydrological responses to earthquakes. Some of these responses, such as changes in surface-water flow directions, result directly from fault movement. Others, such as changes in subsurface water chemistry and temperature, probably result from changes in flow pathways along the fault or fault zone. According to Bredehoeft et al. ( HYPERLINK "../../references/Others/Bredehoeft_Riley_Roeloffs_1987_Earthquakes_Groundwater_ERMS241635.pdf" \l "page=3" 1987, p. 139), further away from the region of fault movement, two types of changes to groundwater levels may take place as a result of changes in fluid pressure. The passage of seismic waves through a rock mass causes a volume change, inducing a transient response in the fluid pressure, which may be observed as a short-lived fluctuation of the water level in wells. Changes in volume strain can cause long-term changes in water level. A buildup of strain occurs prior to rupture and is released during an earthquake. The consequent change in fluid pressure may be manifested by the drying up or reactivation of springs some distance from the region of the epicenter. Fluid-pressure changes induced by the transmission of seismic waves can produce changes of up to several meters (several yards) in groundwater levels in wells, even at distances of thousands of kilometers from the epicenter. These changes are temporary, however, and levels typically return to pre-earthquake levels in a few hours or days. Changes in fluid pressure arising from changes in volume strain persist for much longer periods, but they are only potentially consequential in tectonic regimes where there is a significant buildup of strain. The regional tectonics of the Delaware Basin indicates that such a buildup has a low probability of occurring over the next 10,000 years (see FEPs N3 and N4,  HYPERLINK \l "SCR-4_1_2_1" Section  REF _Ref212794041 \r \h SCR-4.1.2.1). The expected level of seismic activity in the region of the WIPP will be of low consequence to the performance of the disposal system in terms of groundwater flow or contaminant transport. Changes in groundwater levels resulting from more distant earthquakes will be too short in duration to be significant. Thus hydrological response to earthquakes has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N32 FEP Title: Natural Gas Intrusion Screening decision: SO-P Changes in groundwater flow arising from Natural Gas Intrusion have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Hydrocarbon resources are present in formations beneath the WIPP (the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=147" CCA, Chapter 2.0, Section 2.3.1.2), and natural gas is extracted from the Morrow Formation. These reserves are, however, some 4,200 m (14,000 ft) below the surface, and no natural events or processes have been identified that could result in natural gas intrusion into the Salado or the units above. Natural gas intrusion has therefore been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Subsurface Geochemical FEPs Groundwater Geochemistry FEP Number: N33 FEP Title:  SEQ CHAPTER \h \r 1Groundwater Geochemistry Screening Decision: UP  SEQ CHAPTER \h \r 1Groundwater Geochemistry in the hydrological units of the disposal system is accounted for in PA calculations. Summary of New Information No new information for this FEP has been identified since the CRA-2004. Screening Argument The most important aspect of groundwater geochemistry in the region of the WIPP in terms of chemical retardation and colloid stability is salinity. Groundwater geochemistry is discussed in detail in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=93" CCA, Chapter 2.0, Section 2.2 and Section  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=161" 2.4 and summarized here. The Delaware Mountain Group, Castile, and Salado contain basinal brines. Waters in the Castile and Salado are at or near halite saturation. Above the Salado, groundwaters are also relatively saline, and groundwater quality is poor in all of the permeable units. Waters from the Culebra vary spatially in salinity and chemistry. They range from saline sodium chloride-rich waters to brackish calcium sulfate-rich waters. In addition, a range of magnesium-to-calcium ratios has been observed, and some waters reflect the influence of potash mining activities, having elevated potassium-to-sodium ratios. Waters from the Santa Rosa are generally of better quality than those from the Rustler. Salado and Castile brine geochemistry is accounted for in PA calculations of the actinide (An) source term (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=105" CCA, Chapter 6.0, Section 6.4.3.4). Culebra brine geochemistry is accounted for in the retardation factors used in PA calculations of actinide transport (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=123" CCA, Chapter 6.0, Section 6.4.6.2). FEP Numbers: N34 and N38 FEP Titles: Saline Intrusion (geochemical effects) (N34) Effects of Dissolution (N38) Screening Decision: SO-C The effects of Saline Intrusion and Dissolution on groundwater chemistry have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument Saline intrusion and effects of dissolution are considered together in this discussion because dissolution of minerals such as halite (NaCl), anhydrite (CaSO4), or gypsum (CaSO4(2H2O) (N38) could in the most extreme case increase the salinity of groundwaters in the Culebra to levels characteristic of those expected after saline intrusion (N34). No natural events or processes have been identified that could result in saline intrusion into units above the Salado. Injection of Castile or Salado brines into the Culebra as a result of human intrusion, an anthropogenically induced event, was included in past PA calculations. Laboratory studies carried out to evaluate radionuclide transport in the Culebra following human intrusion produced data that can also be used to evaluate the consequences of natural saline intrusion. The possibility that dissolution of halite, anhydrite, or gypsum might result in an increase in the salinity of low- to moderate-ionic-strength groundwaters in the Culebra also appears unlikely, despite the presence of halite in the Los Medaos under most of the WIPP site (HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" \l "page=53"Siegel and Lambert 1991, Figure 1-13), including the expected Culebra off-site transport pathway (the direction of flow from the point(s) at which brines from the repository would enter the Culebra, flow towards the south or south-southeast, and eventually to the boundary of the WIPP site). (The Los Medaos Member of the Rustler, formerly referred to as the unnamed lower member of the Rustler, underlies the Culebra.) A dissolution-induced increase in the salinity of Culebra groundwaters is unlikely because (1) the dissolution of halite is known to be rapid; (2)(moderate-ionic-strength) groundwaters along the off-site transport pathway (and at many other locations in the Culebra) have had sufficient time to dissolve significant quantities of halite, if this mineral is present in the subjacent Los Medaos and if Culebra fluids have been in contact with it; and (3) the lack of high-ionic-strength groundwaters along the off-site transport pathway (and elsewhere in the Culebra) implies that halite is present in the Los Medaos but Culebra fluids have not contacted it, or that halite is not present in the Los Medaos. Because halite dissolves so rapidly if contacted by undersaturated solutions, this conclusion does not depend on the nature and timing of Culebra recharge (i.e., whether the Rustler has been a closed hydrologic system for several thousand to a few tens of thousands of years, or is subject to significant modern recharge). Nevertheless, saline intrusion would not affect the predicted transport of thorium (Th), uranium (U), plutonium (Pu), and americium (Am) in the Culebra. This is because (1) the laboratory studies that quantified the retardation of Th, U, Pu, and Am for the CCA PA were carried out with both moderate-ionic-strength solutions representative of Culebra groundwaters along the expected off-site transport pathway and high-ionic-strength solutions representative of brines from the Castile and the Salado ( HYPERLINK "../../references/Others/Brush_to_Tierney_1996_June_10_Ranges_and_Probability_Distributions_ERMS238801.pdf" Brush 1996;  HYPERLINK "../../references/Others/Brush_Storz_to_Tierney_1996_July_24_Revised_Ranges_and_Probability_Distributions_ERMS238231.pdf" Brush and Storz 1996); and (2) the results obtained with the Castile and Salado brines were for the most part used to predict the transport of Pu(III) and Am(III); Th(IV), U(IV), Np(IV), and Pu(IV); and U(VI). The results obtained with the saline solutions were used for these actinide oxidation states because the extent to which saline and Culebra brines will mix along the offsite transport pathway in the Culebra was unclear at the time of the CCA PA; therefore, Brush (1996) and Brush and Storz (1996) recommended that PA use the results that predict less retardation. In the case of Pu(III) and Am(III); Th(IV), U(IV), Np(IV), and Pu(IV); and U(VI), the retardation distribution coefficient (Kds) obtained with the saline solutions were somewhat lower than those obtained with the Culebra fluids. The Kds recommended by Brush and Storz (1996) are being used for the CRA-2009 PA. These Kds are also based mainly on results obtained with saline solutions. Finally, it is important to reiterate that the use of results from laboratory studies with saline solutions to predict radionuclide transport in the Culebra for previous PAs and the CRA-2009 PA implement the effects of saline intrusion caused by human intrusion, not natural saline intrusion. The conclusions that natural saline intrusion is unlikely, that significant dissolution is unlikely, and that these events or processes would have no significant consequence in the unlikely event that they occur continue to be valid. FEP Numbers: N35, N36, and N37 FEP Titles: Freshwater Intrusion (Geochemical Effects) (N35) Change in Groundwater Eh (N36) Changes in Groundwater pH (N37) Screening Decision: SO-C The effects of Freshwater Intrusion on groundwater chemistry have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Changes in Groundwater Eh and Changes in Groundwater pH have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Natural changes in the groundwater chemistry of the Culebra and other units that resulted from saline intrusion or freshwater intrusion could potentially affect chemical retardation and the stability of colloids. Changes in groundwater Eh and groundwater pH could also affect the migration of radionuclides (see FEPs W65 to W70,  HYPERLINK \l "SCR-6_5_5_2" Section  REF _Ref212794279 \r \h SCR-6.5.5.2,  HYPERLINK \l "SCR-6_5_5_3" Section  REF _Ref223328701 \r \h SCR-6.5.5.3,  HYPERLINK \l "SCR-6_5_6_1" Section  REF _Ref223328817 \r \h SCR-6.5.6.1, and  HYPERLINK \l "SCR-6_5_6_2" Section  REF _Ref212794310 \r \h SCR-6.5.6.2). No natural EPs have been identified that could result in saline intrusion into units above the Salado, and the magnitude of any natural temporal variation from the effects of dissolution on groundwater chemistry, or because of changes in recharge, is likely to be no greater than the present spatial variation. These FEPs related to the effects of future natural changes in groundwater chemistry have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The most likely mechanism for (natural) freshwater intrusion into the Culebra (N35), changes in groundwater Eh (N36), and changes in groundwater pH (N37) is (natural) recharge of the Culebra. (Other FEPs consider possible anthropogenically induced recharge). These three FEPs are closely related because an increase in the rate of recharge could reduce the ionic strength(s) of Culebra groundwaters, possibly enough to saturate the Culebra with (essentially) fresh water, at least temporarily. Such a change in ionic strength could, if enough atmospheric oxygen remained in solution, also increase the Eh of Culebra groundwaters enough to oxidize Pu from the relatively immobile III and IV oxidation states (Pu(III) and Pu(IV)) the oxidation states expected under current conditions ( HYPERLINK "../../references/Others/Brush_to_Tierney_1996_June_10_Ranges_and_Probability_Distributions_ERMS238801.pdf" Brush 1996;  HYPERLINK "../../references/Others/Brush_Storz_to_Tierney_1996_July_24_Revised_Ranges_and_Probability_Distributions_ERMS238231.pdf" Brush and Storz 1996) to the relatively mobile V and VI oxidation states (Pu(V) and Pu(VI)). Similarly, recharge of the Culebra with freshwater could also change the pH of Culebra groundwaters from the currently observed range of about 6 to 7 to mildly acidic values, thus (possibly) decreasing the retardation of dissolved Pu and Am. (These changes in ionic strength, Eh, and pH could also affect mobilities of Th, U, and neptunium (Np), but the long-term performance of the WIPP is much less sensitive to the mobilities of these radioelements than to those of Pu and Am.) There is still considerable uncertainty regarding the extent and timing of recharge to the Culebra. Lambert ( HYPERLINK "../../references/Others/SAND85_1978C.pdf" 1986), Lambert and Carter ( HYPERLINK "../../references/Others/Lambert_Carter_1987_U_Isotope_Systematics_in_Groundwaters_SAND87_0388.pdf" 1987), and Lambert and Harvey ( HYPERLINK "../../references/Others/Lambert_Harvey_1987_Stable_Isotope_Geochemistry_of_Groundwaters_SAND87_0138.pdf" 1987) used a variety of stable and radiogenic isotopic-dating techniques to conclude that the Rustler (and the Dewey Lake) have been closed hydrologic systems for several thousand to a few tens of thousands of years. In other words, the last significant recharge of the Rustler occurred during the late Pleistocene in response to higher levels of precipitation and infiltration associated with the most recent continental glaciation of North America, and the current flow field in the Culebra is the result of the slow discharge of groundwater from this unit. Other investigators have agreed that it is possible that Pleistocene recharge has contributed to present-day flow patterns in the Culebra, but that current patterns are also consistent with significant current recharge ( HYPERLINK "../../references/Others/Haug_et_al_1987_Modeling_of_Groundwater_Flow_SAND86_7167.pdf" Haug et al. 1987;  HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" Davies 1989). Still others ( HYPERLINK "../../references/Others/Chapman_1986_Stable_Isotopes_in_SE_NM_Groundwater_EEG35_DOEAL10752_35.pdf" Chapman 1986,  HYPERLINK "../../references/Others/Chapman_1988_Chemical_Radiochemical_Characteristics_of_Groundwater_EEG39.pdf" 1988) have rejected Lamberts interpretations in favor of exclusively modern recharge, at least in some areas. For example, the low salinity of Hydrochemical Zone B south of the WIPP site could represent dilution of Culebra groundwater with significant quantities of recently introduced meteoric water (see  HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" Siegel et al. 1991, pp. 2-572-62 and  HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" Figure 2-17 for definitions and locations of the four hydrochemical facies in the Culebra in and around the WIPP site). The current program to explain the cause(s) of the rising water levels observed in Culebra monitoring wells may elucidate the nature and timing of recharge. However, the justification of this screening decision does not depend on how this issue is resolved. If recharge occurs mainly during periods of high precipitation (pluvials) associated with periods of continental glaciation, the consequences of such recharge are probably already reflected in the ranges of geochemical conditions currently observed in the Culebra as a whole, as well as along the likely offsite transport pathway (the direction of flow from the point(s) at which brines from the repository would enter the Culebra in the event of human intrusion to the south or south-southeast and eventually to the boundary of the WIPP site). Hence, the effects of recharge, (possible) freshwater intrusion, and (possible) concomitant changes in groundwater Eh and pH can be screened out on the basis of low consequence to the performance of the far-field barrier. The reasons for the conclusion that the effects of pluvial recharge are inconsequential (i.e., are already included among existing variations in geochemical conditions) are (1) as many as 50 continental glaciations and associated pluvials have occurred since the late Pliocene Epoch 2.5million years ago (2.5 Ma BP); (2) the glaciations and pluvials that have occurred since about 0.5 to 1 Ma BP have been significantly more severe than those that occurred prior to 1 Ma BP (see, for example,  HYPERLINK "../../references/Others/Servant_2001.pdf" Servant 2001); (3) the studies that quantified the retardation of Th, U, Pu, and Am for the CCA PA calculations and the CCA Performance Assessment Verification Test (PAVT) were carried out under conditions that encompass those observed along the likely Culebra off-site transport pathway ( HYPERLINK "../../references/Others/Brush_to_Tierney_1996_June_10_Ranges_and_Probability_Distributions_ERMS238801.pdf" Brush 1996;  HYPERLINK "../../references/Others/Brush_Storz_to_Tierney_1996_July_24_Revised_Ranges_and_Probability_Distributions_ERMS238231.pdf" Brush and Storz 1996); and (4) these studies demonstrated that conditions in the Culebra are favorable for retardation of actinides despite the effects of as many as 50 periods of recharge. It is also worth noting that the choice of the most recent glacial maximum as an upper limit for possible climatic changes during the 10,000-year (yr) WIPP regulatory period (HYPERLINK "../../references/Others/Swift_1991_Long_Term_Climate_Variability_SAND91_0928.pdf"Swift1991; the  HYPERLINK "../../references/CCA/Appendix_CLI.pdf" CCA, Appendix CLI) established conservative upper limits for precipitation and recharge of the Culebra at the WIPP site. The review by Swift (1991), later incorporated in the CCA, Appendix CLI, provides evidence that precipitation in New Mexico did not attain its maximum level (about 60-100% of current precipitation) until a few thousand years before the last glacial maximum. Swift (1991) pointed out, Prior to the last glacial maximum 22 to 18 ka BP, evidence from mid- Wisconsin faunal assemblages in caves in southern New Mexico, including the presence of extralimital species such as the desert tortoise that are now restricted to warmer climates, suggests warm summers and mild, relatively dry winters ( HYPERLINK "../../references/Others/Harris_1987_Reconstruction_of_Mid_Wisconsin_Environments.pdf" Harris 1987,  HYPERLINK "../../references/Others/Harris_1988.pdf" 1988). Lacustrine evidence confirms the interpretation that conditions prior to and during the glacial advance that were generally drier than those at the glacial maximum. Permanent water did not appear in what was later to be a major lake in the Estancia Valley in central New Mexico until sometime before 24 ka BP ( HYPERLINK "../../references/Others/Bachhuber_1989.pdf" Bachhuber 1989). Late-Pleistocene lake levels in the San Agustin Plains in western New Mexico remained low until approximately 26.4 ka BP, and the (18O record from ostracode shells suggests that mean annual temperatures at that location did not decrease significantly until approximately 22 ka BP ( HYPERLINK "../../references/Others/Phillips_et_al_1992.pdf" Phillips et al. 1992). Therefore, it is likely that precipitation and recharge did not attain levels characteristic of the most recent glacial maximum until about 70,000 to 75,000 years after the last glaciations had begun. High-resolution, deep-sea (18O data (and other data) reviewed by Servant ( HYPERLINK "../../references/Others/Servant_2001.pdf" 2001, Figure 1 and  HYPERLINK "../../references/Others/Servant_2001.pdf" Figure 2) support the conclusion that, although the volume of ice incorporated in continental ice sheets can expand rapidly at the start of a glaciation, attainment of maximum volume does not occur until a few thousand or a few tens of thousands of years prior to the termination of the approximately 100,000-yr glaciations that have occurred during the last 0.5 to 1 Ma BP. Therefore, it is unlikely that precipitation and recharge will reach their maximum levels during the 10,000-yr regulatory period. If, on the other hand, significant recharge occurs throughout both phases of the glacial-interglacial cycles, the conclusion that the effects of pluvial and modern recharge are inconsequential (i.e., are already reflected by existing variations in geochemical conditions) is also still valid. The effects of future natural changes in groundwater chemistry have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Geomorphological FEPs Physiography FEP Number: N39 FEP Title:  SEQ CHAPTER \h \r 1Physiography Screening Decision: UP Relevant aspects of the Physiography, geomorphology, and topography of the region around the WIPP are accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Physiography and geomorphology are discussed in detail in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=64" CCA, Chapter 2.0, Section 2.1.4, and are accounted for in the setup of the PA calculations (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=86" CCA, Chapter 6.0, Section 6.4.2). FEP Number: N40 FEP Title: Impact of a Large Meteorite Screening Decision: SO-P Disruption arising from the Impact of a Large Meteorite has been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information This FEP has been modified to correct errors discovered in Equations (SCR.5) and (SCR.6). As a result of these error corrections, it is necessary to select an upper bound on the distribution of meteorite sizes; Ceres, the largest known asteroid, has been used to determine the upper bound. Screening Argument Meteors frequently enter the earths atmosphere, but most of these are small and burn up before reaching the ground. Of those that reach the ground, most produce only small impact craters that would have no effect on the postclosure integrity of a repository 650 m (2,150 ft) below the ground surface. While the depth of a crater may be only one-eighth of its diameter, the depth of the disrupted and brecciated material is typically one-third of the overall crater diameter (HYPERLINK "../../references/Others/Grieve_1987_Terrestrial_Impact_Structures_ERMS241228.pdf" \l "page=4"Grieve 1987, p. 248). Direct disruption of waste at the WIPP would only occur with a crater larger than 1.8 km (1.1 mi) in diameter. Even if waste were not directly disrupted, the impact of a large meteorite could create a zone of fractured rocks beneath and around the crater. The extent of such a zone would depend on the rock type. For sedimentary rocks, the zone may extend to a depth of half the crater diameter or more ( HYPERLINK "../../references/Others/Dence_Grieve_Robertson_1977.pdf" Dence et al. 1977, p. 263). The impact of a meteorite causing a crater larger than 1 km (0.6 mi) in diameter could thus fracture the Salado above the repository. Geological evidence for meteorite impacts on earth is rare because many meteorites fall into the oceans and erosion and sedimentation serve to obscure craters that form on land. Dietz ( HYPERLINK "../../references/Others/Dietz_1961_Astroblemes_Scientific_American_ERMS241226.pdf" 1961) estimated that meteorites that cause craters larger than 1 km (0.6 mi) in diameter strike the earth at the rate of about one every 10,000 years (equivalent to about 2 ( 10(13 impacts per square kilometer per year). Using observations from the Canadian Shield, Hartmann ( HYPERLINK "../../references/Others/ERMS241230.pdf" 1965, p. 161) estimated a frequency of between 0.8 ( 10(13 and 17 ( 10(13 impacts/km2/yr for impacts causing craters larger than 1 km (0.6 mi). Frequencies estimated for larger impacts in studies reported by Grieve ( HYPERLINK "../../references/Others/Grieve_1987_Terrestrial_Impact_Structures_ERMS241228.pdf" \l "page=19" 1987, p. 263) can be extrapolated to give a rate of about 1.3 ( 10(12 impacts/km2/yr for craters larger than 1 km (0.6 mi). It is commonly assumed that meteorite impacts are randomly distributed across the earths surface, although Halliday ( HYPERLINK "../../references/Others/ERMS241229.pdf" 1964, pp. 267-277) calculated that the rate of impact in polar regions would be some 50 to 60 percent of that in equatorial regions. The frequencies reported by Grieve ( HYPERLINK "../../references/Others/Grieve_1987_Terrestrial_Impact_Structures_ERMS241228.pdf" 1987) would correspond to an overall rate of about 1 per 1,000 years on the basis of a random distribution. Assuming the higher estimated impact rate of 17 ( 10(13 impacts per square kilometer per year for impacts leading to fracturing of sufficient extent to affect a deep repository, and assuming a repository footprint of 1.4 km ( 1.6 km (0.9 mi ( 1.0 mi) for the WIPP, yields a frequency of about 4 ( 10(12 impacts per year for a direct hit above the repository. This impact frequency is several orders of magnitude below the screening threshold of 10(4 per 10,000 years provided in  HYPERLINK "40CFR194_32" 40 CFR 194.32(d). Meteorite hits directly above the repository footprint are not the only impacts of concern, however, because large craters may disrupt the waste panels even if the center of the crater is outside the repository area. It is possible to calculate the frequency of meteorite impacts that could disrupt a deep repository such as the WIPP by using the conservative model of a cylinder of rock fractured to a depth equal to one-half the crater diameter, as shown in the  HYPERLINK "../../references/CCA/Appendix_SCR.pdf" \l "page=33" CCA, Appendix SCR, Figure SCR-1. The area within which a meteorite could impact the repository is calculated by  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 1) where L = length of the repository footprint (km) W = width of the repository footprint (km) D = diameter of the impact crater (km) SD = area of the region where the crater would disrupt the repository (km2) There are insufficient data on meteorites that have struck the earth to derive a distribution function for the size of craters directly. Using meteorite impacts on the moon as an analogy, however, Grieve ( HYPERLINK "../../references/Others/Grieve_1987_Terrestrial_Impact_Structures_ERMS241228.pdf" \l "page=13" 1987, p. 257) derived the following distribution function:  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 2) where FD = frequency of impacts resulting in craters larger than D (impacts/km2/yr). If f(D) denotes the frequency of impacts giving craters of diameter D, then the frequency of impacts giving craters larger than D is  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 3) and  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 4) where F1 = frequency of impacts resulting in craters larger than 1 km (impacts/km2/yr) f(D) = frequency of impacts resulting in craters of diameter D ((impacts/km2/yr) The overall frequency of meteorite impacts, in the size range of interest, that could disrupt or fracture the repository is thus given by  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 5) where h = depth to repository (kilometers), M = maximum size of meteorite considered (kilometers) N = frequency of impacts leading to disruption of the repository (impacts per year), and  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 6) Conservatively using the size (933 km [550 mi]) of the largest known asteroid, Ceres ( HYPERLINK "../../references/Others/Tedesco_1992.pdf" Tedesco 1992), for the maximum size considered and if it is assumed that the repository is located at a depth of 650 m (2,150 ft) and has a footprint area of 1.4 km ( 1.6 km (0.9 mi ( 1.0 mi) and that meteorites creating craters larger than 1 km in diameter hit the earth at a frequency (F1) of 17 ( 10(13 impacts/km2/yr, then Equation (SCR.6) gives a frequency of approximately 5.6 ( 10(11 impacts per year for impacts disrupting the repository. If impacts are randomly distributed over time, this corresponds to a probability of 5.6 ( 10(7 over 10,000 years. Similar calculations have been performed that indicate rates of impact of between 10(12 and 10(13 per year for meteorites large enough to disrupt a deep repository (see, for example,  HYPERLINK "../../references/Others/Hartmann_1979_Long_Term_Meteorite_Hazards_to_Buried_Nuclear_Waste_PNL_2851.pdf" Hartmann 1979,  HYPERLINK "../../references/Others/Karnbranslesakerhet_1978_Handling_of_Spent_Nuclear_Fuel_ERMS242406.pdf" Krnbrnslesakerhet 1978,  HYPERLINK "../../references/Others/Claiborne_Gera_1974_Potential_Containment_Failure_Mechanisms_Consequences_ORNL_TM_4639.pdf" Claiborne and Gera 1974, HYPERLINK "../../references/Others/Cranwell_et_al_Risk_Methodology_for_Geologic_Disposal_SAND80_1429.pdf"Cranwell et al. 1990, and  HYPERLINK "../../references/Others/Thorne_1992_Dry_Run_3_Trial_Assessment_of_Underground_Disposal_ERMS241245.pdf" Thorne 1992). Meteorite impact can thus be eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Assuming a random or nearly random distribution of meteorite impacts, cratering at any location is inevitable given sufficient time. Although repository depth and host-rock lithology may reduce the consequences of a meteorite impact, there are no repository locations or engineered systems that can reduce the probability of impact over 10,000 years. FEP Number: N41 and N42 FEP Titles: Mechanical Weathering (N41) Chemical Weathering (N42) Screening Decision: SOC The effects of Chemical Weathering and Mechanical Weathering have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument Mechanical weathering and chemical weathering are assumed to be occurring at or near the surface around the WIPP site through processes such as exfoliation and leaching. The extent of these processes is limited and they will contribute little to the overall rate of erosion in the area or to the availability of material for other erosional processes. The effects of chemical weathering and mechanical weathering have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Numbers: N43, N44, and N45 FEP Titles: Aeolian Erosion (N43) Fluvial Erosion (N44) Mass Wasting (N45) Screening Decision: SOC The effects of Fluvial Erosion, Aeolian Erosion, and Mass Wasting in the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The geomorphological regime on the Mescalero Plain (Los Medaos) in the region of the WIPP is dominated by aeolian processes. Dunes are present in the area, and although some are stabilized by vegetation, aeolian erosion will occur as they migrate across the area. Old dunes will be replaced by new dunes, and no significant changes in the overall thickness of aeolian material are likely to occur. Currently, precipitation in the region of the WIPP is too low (about 33 centimeters [cm] [13 inches (in.)] per year) to cause perennial streams, and the relief in the area is too low for extensive sheet flood erosion during storms. An increase in precipitation to around 61 cm (24in.) per year in cooler climatic conditions could result in perennial streams, but the nature of the relief and the presence of dissolution hollows and sinks will ensure that these streams remain small. Significant fluvial erosion is not expected during the next 10,000 years. Mass wasting (the downslope movement of material caused by the direct effect of gravity) is important only in terms of sediment erosion in regions of steep slopes. In the vicinity of the WIPP, mass wasting will be insignificant under the climatic conditions expected over the next 10,000 years. Erosion from wind, water, and mass wasting will continue in the WIPP region throughout the next 10,000 years at rates similar to those occurring at present. These rates are too low to affect the performance of the disposal system significantly. Thus the effects of fluvial erosion, aeolian erosion, and mass wasting have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N50 FEP Title: Soil Development Screening Decision: SO-C Soil Development has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The Mescalero caliche is a well-developed calcareous remnant of an extensive soil profile across the WIPP site and adjacent areas. Although this unit may be up to 3 m (10 ft) thick, it is not continuous and does not prevent infiltration to the underlying formations. At Nash Draw, this caliche, dated in Lappin et al. ( HYPERLINK "../../references/Others/Lappin_et_al_1989_Systems_Analysis_Long_Term_SAND89_0462.pdf" \l "page=63" 1989, pp. 2-4) at 410,000 to 510,000 years old, is present in collapse blocks, indicating some growth of Nash Draw in the late Pleistocene. Localized gypsite spring deposits about 25,000 years old occur along the eastern flank of Nash Draw, but the springs are not currently active. The Berino soil, interpreted as 333,000 years old ( HYPERLINK "../../references/Others/Open_file_report_80_879.pdf" Rosholt and McKinney 1980, Table 5), is a thin soil horizon above the Mescalero caliche. The persistence of these soils on the Livingston Ridge and the lack of deformation indicates the relative stability of the WIPP region over the past half-million years. Continued growth of caliche may occur in the future but will be of low consequence in terms of its effect on infiltration. Other soils in the area are not extensive enough to affect the amount of infiltration that reaches underlying aquifers. Soil development has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Surface Hydrological FEPs Depositional Processes FEP Numbers: N46, N47, N48, and N49 FEP Titles: Aeolian Deposition (N46) Fluvial Deposition (47) Lacustrine Deposition (N48) Mass Waste (Deposition) (N49) Screening Decision: SOC The effects of Aeolian Deposition, Fluvial Deposition, and Lacustrine Deposition and sedimentation in the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The geomorphological regime on the Mescalero Plain (Los Medaos) in the region of the WIPP is dominated by aeolian processes, but although some dunes are stabilized by vegetation, no significant changes in the overall thickness of aeolian material are expected to occur. Vegetational changes during periods of wetter climate may further stabilize the dune fields, but aeolian deposition is not expected to significantly increase the overall thickness of the superficial deposits. The limited extent of water courses in the region of the WIPP, under both present-day conditions and under the expected climatic conditions, will restrict the amount of fluvial deposition and lacustrine deposition in the region. Mass wasting (deposition) may be significant if it results in dams or modifies streams. In the region around the WIPP, the Pecos River forms a significant water course some 19 km (12 mi) away, but the broadness of its valley precludes either significant mass wasting or the formation of large impoundments. Sedimentation from wind, water, and mass wasting is expected to continue in the WIPP region throughout the next 10,000 years at the low rates similar to those occurring at present. These rates are too low to significantly affect the performance of the disposal system. Thus the effects of aeolian deposition, fluvial deposition, and lacustrine deposition and sedimentation resulting from mass wasting have been eliminated from PA calculations on the basis of low consequence. Streams and Lakes FEPs Number: N51 FEPs Title: Stream and River Flow Screening Decision: SO-C Stream and River Flow has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument No perennial streams are present at the WIPP site, and there is no evidence in the literature indicating that such features existed at this location since the Pleistocene (see, for example,  HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" Powers et al. 1978; and  HYPERLINK "../../references/Others/Bachman_1974_Geologic_Processes_and_Cenozoic_ERMS243249.pdf" Bachman 1974,  HYPERLINK "../../references/Others/Bachman_1981_Geology_of_Nash_Draw_Open_File_Report_81_31.pdf" 1981, and  HYPERLINK "../../references/Others/Bachman_1987_Karst_in_Evaporites_SAND86_7078.pdf" 1987b). The Pecos River is approximately 19km (12 mi) from the WIPP site and more than 90 m (300 ft) lower in elevation. Stream and river flow has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N52 FEP Title: Surface Water Bodies Screening Decision: SO-C The effects of Surface Water Bodies have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument No standing surface water bodies are present at the WIPP site, and there is no evidence in the literature indicating that such features existed at this location during or after the Pleistocene (see, for example,  HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" Powers et al. 1978; and  HYPERLINK "../../references/Others/Bachman_1974_Geologic_Processes_and_Cenozoic_ERMS243249.pdf" Bachman 1974,  HYPERLINK "../../references/Others/Bachman_1981_Geology_of_Nash_Draw_Open_File_Report_81_31.pdf" 1981, and  HYPERLINK "../../references/Others/Bachman_1987_Karst_in_Evaporites_SAND86_7078.pdf" 1987b). In Nash Draw, lakes and spoil ponds associated with potash mines are located at elevations 30 m (100 ft) below the elevation of the land surface at the location of the waste panels. There is no evidence in the literature to suggest that Nash Draw was formed by stream erosion or was at any time the location of a deep body of standing water, although shallow playa lakes have existed there at various times. Based on these factors, the formation of large lakes is unlikely and the formation of smaller lakes and ponds is of little consequence to the performance of the disposal system. The effects of surface water bodies have therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Groundwater Recharge and Discharge FEP Numbers: N53, N54, and N55 FEP Titles:  SEQ CHAPTER \h \r 1Groundwater Discharge (N53) Groundwater Recharge (N54) Infiltration (N55) Screening Decision: UP  SEQ CHAPTER \h \r 1Groundwater Recharge, Groundwater Discharge, and Infiltration are accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The groundwater basin described in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=114" CCA, Chapter 2.0, Section 2.2.1.4 is governed by flow from areas where the water table is high to areas where the water table is low. The height of the water table is governed by the amount of groundwater recharge reaching the water table, which in turn is a function of the vertical hydraulic conductivity and the partitioning of precipitation between evapotranspiration, runoff, and Infiltration. Flow within the Rustler is also governed by the amount of groundwater discharge that takes place from the basin. In the region around the WIPP, the principal discharge areas are along Nash Draw and the Pecos River. Groundwater flow modeling accounts for infiltration, recharge, and discharge (the CCA, Chapter 2.0, Section 2.2.1.4 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=170" Chapter 6.0, Section 6.4.10.2). FEP Number: N56 FEP Title:  SEQ CHAPTER \h \r 1Changes in Groundwater Recharge and Discharge Screening Decision: UP Changes in Groundwater Recharge and Discharge arising as a result of climate change are accounted for in PA calculations. Summary of New Information No new information has become available that would change the screening decision for this FEP. Screening Argument Changes in recharge may affect groundwater flow and radionuclide transport in units such as the Culebra and Magenta dolomites. Changes in the surface environment driven by natural climate change are expected to occur over the next 10,000 years (see HYPERLINK \l "SCR-4_6_1_1"FEPs N59 to N63). Groundwater basin modeling (the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=114" CCA, Chapter 2.0, Section 2.2.1.4) indicates that a change in recharge will affect the height of the water table in the area of the WIPP, and that this will in turn affect the direction and rate of groundwater flow. The present-day water table in the vicinity of the WIPP is within the Dewey Lake at about 980m (3,215 ft) above mean sea level (the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=131" CCA, Chapter 2.0, Section 2.2.1.4.2.1). An increase in recharge relative to present-day conditions would raise the water table, potentially as far as the local ground surface. Similarly, a decrease in recharge could result in a lowering of the water table. The low transmissivity of the Dewey Lake and the Rustler ensures that any such lowering of the water table will be at a slow rate, and lateral discharge from the groundwater basin is expected to persist for several thousand years after any decrease in recharge. Under the anticipated changes in climate over the next 10,000 years, the water table will not fall below the base of the Dewey Lake, and dewatering of the Culebra is not expected to occur during this period (the CCA, Chapter 2.0, Section 2.2.1.4). Changes in groundwater recharge and discharge is accounted for in PA calculations through definition of the boundary conditions for flow and transport in the Culebra (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=164" CCA, Chapter 6.0, Section 6.4.9). FEP Numbers: N57 and N58 FEP Titles: Lake Formation (N57) River Flooding (N58) Screening Decision: SO-C The effects of River Flooding and Lake Formation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Intermittent flooding of stream channels and the formation of shallow lakes will occur in the WIPP region over the next 10,000 years. These may have a short-lived and local effect on the height of the water table, but are unlikely to affect groundwater flow in the Culebra. Future occurrences of playa lakes or other longer-term floods will be remote from the WIPP and will have little consequence on system performance in terms of groundwater flow at the site. There is no reason to believe that any impoundments or lakes could form over the WIPP site itself. Thus river flooding and lake formation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Climate EPs Climate and Climate Changes FEP Numbers: N59 and N60 FEP Titles:  SEQ CHAPTER \h \r 1Precipitation (N59) Temperature (N60) Screening Decision: UP  SEQ CHAPTER \h \r 1Precipitation and Temperature are accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The climate and meteorology of the region around the WIPP are described in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=178" CCA, Section 2.5.2. Precipitation in the region is low (about 33 cm [13 in.] per yr) and temperatures are moderate with a mean annual temperature of about 63 F (17 C). Precipitation and temperature are important controls on the amount of recharge that reaches the groundwater system and are accounted for in PA calculations by use of a sampled parameter for scaling flow velocity in the Culebra (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_6" Appendix PA-2009, Section PA-2.1.4.6). FEP Number: N61 FEP Title:  SEQ CHAPTER \h \r 1Climate Change Screening Decision: UP Climate Change is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Climate changes are instigated by changes in the earths orbit and by feedback mechanisms within the atmosphere and hydrosphere. Models of these mechanisms, combined with interpretations of the geological record, suggest that the climate will become cooler and wetter in the WIPP region during the next 10,000years as a result of natural causes. Other changes, such as fluctuations in radiation intensity from the sun and variability within the many feedback mechanisms, will modify this climatic response to orbital changes. The available evidence suggests that these changes will be less extreme than those arising from orbital fluctuations. The effect of a change to cooler and wetter conditions is considered to be an increase in the amount of recharge, which in turn will affect the height of the water table (see FEPs N53 through N56,  HYPERLINK \l "SCR-4_5_3_1" Section  REF _Ref212794010 \r \h SCR-4.5.3.1 and  HYPERLINK \l "SCR-4_5_3_2"  REF _Ref212794637 \r \h SCR-4.5.3.2). The height of the water table across the groundwater basin is an important control on the rate and direction of groundwater flow within the Culebra (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=114" CCA, Chapter 2.0, Section 2.2.1.4), and hence potentially on transport of radionuclides released to the Culebra through the shafts or intrusion boreholes. Climate change is accounted for in PA calculations through a sampled parameter used to scale groundwater flow velocity in the Culebra (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_8" Appendix PA2009, Section PA4.8). FEP Numbers: N62 and N63 FEP Titles: Glaciation (N62) Permafrost (N63) Screening Decision: SOP Glaciation and the effects of Permafrost have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument No evidence exists to suggest that the northern part of the Delaware Basin has been covered by continental glaciers at any time since the beginning of the Paleozoic Era. During the maximum extent of continental glaciation in the Pleistocene Epoch, glaciers extended into northeastern Kansas at their closest approach to southeastern New Mexico. There is no evidence that alpine glaciers formed in the region of the WIPP during the Pleistocene glacial periods. According to the theory that relates the periodicity of climate change to perturbations in the earths orbit, a return to a full glacial cycle within the next 10,000 years is highly unlikely ( HYPERLINK "../../references/Others/ERMS241338.pdf" Imbrie and Imbrie 1980, p. 951). Thus glaciation has been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Similarly, a number of processes associated with the proximity of an ice sheet or valley glacier, such as permafrost and accelerated slope erosion (solifluction) have been eliminated from PA calculations on the basis of low probability of occurrence over the next 10,000 years. Marine FEPs Seas, Sedimentation, and Level Changes FEP Numbers: N64 and N65 FEP Titles: Seas and Oceans (N64) Estuaries (N65) Screening Decision: SO-C The effects of Estuaries and Seas and Oceans have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The WIPP site is more than 800 km (480 mi) from the Pacific Ocean and from the Gulf of Mexico. Estuaries and seas and oceans have therefore been eliminated from PA calculations on the basis of low consequence to the disposal system. FEPs Numbers: N66 and N67 FEPs Titles: Coastal Erosion (N66) Marine Sediment Transport and Deposition (N67) Screening Decision: SO-C Coastal Erosion and Marine Sediment Transport and Deposition have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The WIPP site is more than 800 km (480 mi) from the Pacific Ocean and Gulf of Mexico. The effects of coastal erosion and marine sediment transport and deposition have therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N68 FEP Title: Sea Level Changes Screening Decision: SO-C The effects of both short-term and long-term Sea Level Changes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The  HYPERLINK "http://reserve.wipp.ws/cgi-bin/foliocgi.exe/app_scr.nfo/query=scr!2E1!2E4!2E3!2E1/doc/{@219}?popup=1" WIPP site is some 1,036 m (3,400 ft) above sea level. Global sea level changes may result in sea levels as much as 140 m (460 ft) below that of the present day during glacial periods, according to Chappell and Shackleton ( HYPERLINK "../../references/Others/Chappell_Shackleton_1986_Oxygen_Isotopes_Sea_Level_ERMS241275.pdf" \l "page=4" 1986, p. 138). This can have marked effects on coastal aquifers. During the next 10,000 years, the global sea level can be expected to drop towards this glacial minimum, but this will not affect the groundwater system in the vicinity of the  HYPERLINK "http://reserve.wipp.ws/cgi-bin/foliocgi.exe/app_scr.nfo/query=scr!2E1!2E4!2E3!2E1/doc/{@219}?popup=2" WIPP. Short-term changes in sea level, brought about by events such as meteorite impact, tsunamis, seiches, and hurricanes may raise water levels by several tens of meters. Such events have a maximum duration of a few days and will have no effect on the surface or groundwater systems at the  HYPERLINK "http://reserve.wipp.ws/cgi-bin/foliocgi.exe/app_scr.nfo/query=scr!2E1!2E4!2E3!2E1/doc/{@219}?popup=3" WIPP site. Anthropogenic-induced global warming has been conjectured by Warrick and Oerlemans ( HYPERLINK "../../references/Others/Warrick_Oerlemans_1990.pdf" 1990, p. 278) to result in longer-term sea level rise. The magnitude of this rise, however, is not expected to be more than a few meters, and such a variation will have no effect on the groundwater system in the  HYPERLINK "http://reserve.wipp.ws/cgi-bin/foliocgi.exe/app_scr.nfo/query=scr!2E1!2E4!2E3!2E1/doc/{@219}?popup=4" WIPP region. Thus the effects of both short-term and long-term sea level changes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Ecological FEPs Flora and Fauna FEP Numbers: N69 and N70 FEP Titles: Plants (N69) Animals (N70) Screening Decision: SO-C The effects of the natural Plants and Animals (flora and fauna) in the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument The terrestrial and aquatic ecology of the region around the WIPP is described in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=162" CCA, Chapter 2.0, Section 2.4.1. The plants in the region are predominantly shrubs and grasses. The most conspicuous animals in the area are jackrabbits and cottontail rabbits. The effects of this flora and fauna in the region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: N71 FEP Title: Microbes Screening Decision: SO-C UP for colloidal effects and gas generation The effects of Microbes on the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Microbes are presumed to be present with the thin soil horizons. Gillow et al. ( HYPERLINK "../../references/Others/Gillow_et_al_2000_The_Potential_Microbes_Facilit_Transport.pdf" 2000) characterized the microbial distribution in Culebra groundwater at the WIPP site. Culebra groundwater contained 1.51 1.08 ( 105 cells/milliliter (mL). The dimension of the cells are 0.75 micrometer (mm) in length and 0.58 mm in width, right at the upper limit of colloidal particle size. Gillow et al. (2000) also found that at pH 5.0, Culebra denitrifier CDn (0.90 0.02 ( 108 cells/mL) removed 32% of the U added to sorption experiments, which is equivalent to 180 10 milligrams U/g of dry cells. Another isolate from the WIPP (Halomonas sp.) (3.55 0.11 ( 108 cells/mL) sorbed 79% of the added U. Because of their large sizes, microbial cells as colloidal particles will be rapidly filtered out in the Culebra formation. Therefore, the original FEP screening decision that microbes in groundwater have an insignificant impact on radionuclide transport in the Culebra formation remains valid. A similar conclusion has also been arrived at for Swedish repository environments ( HYPERLINK "../../references/Others/Pedersen_1999.pdf" Pedersen 1999). FEP Number: N72 FEP Title: Natural Ecological Development Screening Decision: SO-C The effects of Natural Ecological Development likely to occur in the region of the WIPP have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument The region around the WIPP is sparsely vegetated as a result of the climate and poor soil quality. Wetter periods are expected during the regulatory period, but botanical records indicate that, even under these conditions, dense vegetation will not be present in the region (HYPERLINK "../../references/Others/Swift_1992_Long_Term_Climate_Variability_at_WIPP_SAND91_7055.pdf"Swift 1992; see the  HYPERLINK "../../references/CCA/Appendix_CLI.pdf" \l "page=24" CCA, Appendix CLI, p. 17). The effects of the indigenous fauna are of low consequence to the performance of the disposal system and no natural events or processes have been identified that would lead to a change in this fauna that would be of consequence to system performance. Natural ecological development in the region of the WIPP has therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Screening of Human-Induced EPs The following section presents screening arguments and decisions for human-induced EPs.  HYPERLINK \l "Table_SCR-2"  REF _Ref207732804 \h Table SCR-2 provides summary information regarding changes to human-induced EPs since the CCA. Of the 58 human-induced EPs listed in the CRA-2004, 46 remain unchanged, 8 were updated with new information or were edited for clarity and completeness, 1 screening decision has been changed, and 3 EPs were split into 6 similar but more descriptive FEPs. Thus, for the CRA-2009, there are now 61 human-induced EPs in the FEPs baseline. Human-Induced Geological EPs Drilling FEP Numbers: H1, H2, H4, H8, and H9 FEP Titles: Oil and Gas Exploration (H1) Potash Exploration (H2) Oil and Gas Exploitation (H4) Other Resources (drilling for) (H8) Enhanced Oil and Gas Recovery (drilling for) (H9) Screening Decision: SO-C (HCN) DP (Future) The effects of historical, current, and near-future drilling associated with Oil and Gas Exploration, Potash Exploration, Oil and Gas Exploitation, Drilling for Other Resources, and Drilling for Enhanced Oil and Gas Recovery has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system (see screening discussion for HYPERLINK \l "SCR-5_2_1_1"H21, HYPERLINK \l "SCR-5_2_1_2"H22, and HYPERLINK \l "SCR-5_2_1_3"H23). Oil and gas exploration, potash exploration, oil and gas exploitation, drilling for other resources, and enhanced oil and gas recovery in the future is accounted for in DP scenarios through incorporation of the rate of future drilling as specified in  HYPERLINK "40CFR194_33" section 194.33. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Historical, Current, and Near-Future Human EPs Resource exploration and exploitation are the most common reasons for drilling in the Delaware Basin and are the most likely reasons for drilling in the near future. The WIPP location has been evaluated for the occurrence of natural resources in economic quantities. Powers et al. ( HYPERLINK "../../references/Others/Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf" 1978) (the  HYPERLINK "../../references/CCA/Appendix_GCR.pdf" \l "page=800" CCA, Appendix GCR, Chapter 8) investigated the potential for exploitation of potash, hydrocarbons, caliche, gypsum, salt, uranium, sulfur, and lithium. Also, in 1995, the New Mexico Bureau of Mines and Mineral Resources (NMBMMR) performed a reevaluation of the mineral resources at and within 1.6 km (1 mi) around the WIPP site ( HYPERLINK "../../references/Others/NM_Bureau_of_Mines_and_Mineral_Resources_1995_Final_Report_Evaluation_of_Mineral_Resources_ERMS239149.pdf" New Mexico Bureau of Mines and Mineral Resources 1995). While some resources do exist at the WIPP site, for the HCN time frames, such drilling is assumed to only occur outside the WIPP site boundary. This assumption is based on current federal ownership and management of the WIPP during operations, and assumed effectiveness of institutional controls for the 100-yr period immediately following site closure. Drilling associated with oil and gas exploration and oil and gas exploitation currently takes place in the vicinity of the WIPP. For example, gas is extracted from reservoirs in the Morrow Formation, some 4,200 m (14,000 ft) below the surface, and oil is extracted from shallower units within the Delaware Mountain Group, some 2,150 to 2,450 m (7,000 to 8,000 ft) below the surface. Potash resources in the vicinity of the WIPP are discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1. Throughout the Carlsbad Potash District (CPD), commercial quantities of potash are restricted to the McNutt, which forms part of the Salado above the repository horizon. Potash exploration and evaluation boreholes have been drilled within and outside the controlled area. Such drilling will continue outside the WIPP land withdrawal boundary, but no longer occurs within the boundary because rights and controls have been transferred to the DOE. Moreover, drilling for the evaluation of potash resources within the boundary will not occur throughout the time period of active institutional controls (AICs). Drilling for other resources has taken place within the Delaware Basin. For example, sulfur extraction using the Frasch process began in 1969 and continued for three decades at the Culberson County Rustler Springs mine near Orla, Texas. In addition, brine wells have been in operation in and about the Delaware Basin for at least as long. Solution mining processes for sulfur, salt (brine), potash, or any other mineral are not addressed in this FEP; only the drilling of the borehole is addressed here. Resource extraction through solution mining and any potential effects are evaluated in  HYPERLINK \l "SCR-5_2_2_3" Section  REF _Ref212794855 \r \h SCR-5.2.2.3 (Solution Mining for Potash [H58]). Nonetheless, the drilling activity associated with the production of other resources is not notably different than drilling for petroleum exploration and exploitation. Drilling for the purposes of reservoir stimulation and subsequent enhanced oil and gas recovery does take place within the Delaware Basin, although systematic, planned waterflooding has not taken place near the WIPP. Instead, injection near the WIPP consists of single-point injectors, rather than broad, grid-type waterflood projects (HYPERLINK "../../references/Others/Hall_et_al_2008_Water_Injection_at_WIPP_ERMS549596.pdf"Hall et al. 2008). In the vicinity of the WIPP, fluid injection usually takes place using boreholes initially drilled as producing wells. Therefore, regardless of the initial intent of a deep borehole, whether in search of petroleum reserves or as an injection point, the drilling event and associated processes are virtually the same. These drilling-related processes are addressed more fully in  HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1 (Drilling Fluid Flow [H21]),  HYPERLINK \l "SCR-5_2_1_2" Section  REF _Ref212795095 \r \h SCR-5.2.1.2 (Drilling Fluid Loss [H22]), and  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3 (Blowouts [H23]). Discussion on the effects subsequent to drilling a borehole for the purpose of enhancing oil and gas recovery is discussed in  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6 (Enhanced Oil and Gas Production [H28]). In summary, drilling associated with oil and gas exploration, potash exploration, oil and gas exploitation, enhanced oil and gas recovery, and drilling associated with Other Resources has taken place and is expected to continue in the Delaware Basin. The potential effects of existing and possible near-future boreholes on fluid flow and radionuclide transport within the disposal system are discussed in FEPs H25 through H36 (HYPERLINK \l "SCR-5_2_1_5"Section  REF _Ref212795247 \r \h SCR-5.2.1.5,  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6,  HYPERLINK \l "SCR_5_2_1_7" Section  REF _Ref212796678 \r \h SCR-5.2.1.7,  HYPERLINK \l "SCR-5_2_1_8" Section  REF _Ref220387485 \r \h SCR-5.2.1.8,  HYPERLINK \l "SCR-5_2_1_9" Section  REF _Ref220387505 \r \h SCR-5.2.1.9,  HYPERLINK \l "SCR-5_2_1_10" Section  REF _Ref212797842 \r \h SCR-5.2.1.10,  HYPERLINK \l "SCR-5_2_1_11" Section  REF _Ref220387531 \r \h SCR-5.2.1.11,  HYPERLINK \l "SCR-5_2_1_12" Section  REF _Ref220387546 \r \h SCR-5.2.1.12, and  HYPERLINK \l "SCR-5_2_1_13" Section  REF _Ref212795275 \r \h SCR-5.2.1.13), where low-consequence screening arguments are provided. Future Human EPs Criteria in  HYPERLINK "40CFR194_33" section 194.33 require the DOE to examine the historical rate of drilling for resources in the Delaware Basin. Thus consistent with  HYPERLINK "40CFR194_33" 40 CFR 194.33(b)(3)(i), the DOE has used the historical record of deep drilling associated with oil and gas exploration, potash exploration, oil and gas exploitation, enhanced oil and gas recovery, and drilling associated with other resources (sulfur exploration) in the Delaware Basin in calculations to determine the rate of future deep drilling in the Delaware Basin (see  HYPERLINK "../Section_33/Section_33.htm" Section 33 of this application). FEP Numbers: H3 and H5 FEP Titles: Water Resources Exploration (H3) Groundwater Exploitation (H5) Screening Decision: SO-C (HCN) SO-C (Future) The effects of HCN and future drilling associated with Water Resources Exploration and Groundwater Exploitation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Historical shallow drilling associated with Water Resources Exploration and Groundwater Exploitation is accounted for in calculations to determine the rate of future shallow drilling. Summary of New Information The Delaware Basin Monitoring Program records and tracks the development of deep and shallow wells within the vicinity of the WIPP. Updated drilling data is reported annually in the Delaware Basin Monitoring Annual Report ( HYPERLINK "../../references/Others/DOE_Delaware_Basin_Annual_Report_07_2308.pdf" DOE 2007b). While this information has been updated since the last recertification, it does not result in a change in the screening arguments or decisions of these FEPs. Screening Argument Drilling associated with water resources exploration and groundwater exploitation has taken place and is expected to continue in the Delaware Basin. For the most part, water resources in the vicinity of the WIPP are scarce. Elsewhere in the Delaware Basin, potable water occurs in places while some communities rely solely on groundwater sources for drinking water. Even though water resources exploration and groundwater exploitation occur in the Basin, all such exploration/exploitation is confined to shallow drilling that extends no deeper than the Rustler. Thus it will not impact repository performance because of the limited drilling anticipated in the future and the sizeable thickness of low-permeability Salado salt between the waste panels and the shallow groundwaters. Given the limited groundwater resources and minimal consequence of shallow drilling on performance, the effects of HCN and future drilling associated with water resources exploration and groundwater exploitation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The screening argument therefore remains the same as given previously in the CCA. Although shallow drilling for water resources exploration and groundwater exploitation have been eliminated from PA calculations, the Delaware Basin Drilling Surveillance Program (DBDSP) continues to collect drilling data related to water resources, as well as other shallow drilling activities. As shown in the DBDSP 2007 Annual Report ( HYPERLINK "../../references/Others/DOE_Delaware_Basin_Annual_Report_07_2308.pdf" U.S. Department of Energy 2007b), the total number of shallow water wells in the Delaware Basin is currently 2,296, compared to 2,331 shallow water wells reported in the CCA. This decrease of 35 wells is attributed primarily to the reclassification of water wells to other types of shallow boreholes. Based on these data, the shallow drilling rate for water resources exploration and groundwater exploitation is essentially the same as reported in the CCA. The distribution of groundwater wells in the Delaware Basin was included in the  HYPERLINK "../../references/CCA/Appendix_USDW.pdf" \l "page=19" CCA, Appendix USDW, Section USDW.3. Historical, Current, and Near-Future Human EPs Water is currently extracted from formations above the Salado, as discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=155" CCA, Chapter 2.0, Section 2.3.1.3. The distribution of groundwater wells in the Delaware Basin is included in the HYPERLINK "../../references/CCA/Appendix_USDW.pdf" \l "page=19"CCA, Appendix USDW, Section USDW.3. Water resources exploration and groundwater exploitation are expected to continue in the Delaware Basin. In summary, drilling associated with water resources exploration, groundwater exploitation, potash exploration, oil and gas exploration, oil and gas exploitation, enhanced oil and gas recovery, and drilling to explore other resources has taken place and is expected to continue in the Delaware Basin. The potential effects of existing and possible near-future boreholes on fluid flow and radionuclide transport within the disposal system are discussed in  HYPERLINK \l "SCR-5_2" Section  REF _Ref214761037 \r \h SCR-5.2, where low-consequence screening arguments are provided. Future Human EPs Criteria in  HYPERLINK "40CFR194_33" section 194.33 require that, to calculate the rates of future shallow and deep drilling in the Delaware Basin, the DOE should examine the historical rate of drilling for resources in the Delaware Basin. Shallow drilling associated with water, potash, sulfur, oil, and gas extraction has taken place in the Delaware Basin over the past 100 years. However, of these resources, only water and potash are present at shallow depths (less than 655 m (2,150 ft) below the surface) within the controlled area. Thus, consistent with  HYPERLINK "40CFR194_33" 40 CFR 194.33(b)(4), the DOE includes drilling associated with water resources exploration, potash exploration, and groundwater exploitation in calculations to determine the rate of future shallow drilling in the Delaware Basin. However, the effects of such events are not included in PA calculations because of low consequence to the performance of the disposal system. FEP Numbers: H6, H7, H10, H11, and H12 FEP Titles: Archeological Investigations (H6) Geothermal Energy Production (H7) Liquid Waste Disposal (H10) Hydrocarbon Storage (H11) Deliberate Drilling Intrusion (H12) Screening Decision: SO-R (HCN) SO-R (Future) Drilling associated with Archeological Investigations, Geothermal Energy Production, Liquid Waste Disposal, Hydrocarbon Storage, and Deliberate Drilling Intrusion have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for these FEPs since the CRA-2004. Screening Argument Historic, Current, and Near-Future EPs No drilling associated with archeology or geothermal energy production has taken place in the Delaware Basin. Consistent with the future states assumptions in  HYPERLINK "40CFR194_25" 40 CFR 194.25(a) (U.S. Environmental Protection Agency 1996), such drilling activities have been eliminated from PA calculations on regulatory grounds. While numerous archeological sites exist at and near the WIPP site, drilling for archeological purposes has not occurred. Archeological investigations have only involved shallow surface disruptions, and do not require deeper investigation by any method, drilling or otherwise. Geothermal energy is not considered to be a potentially exploitable resource because economically attractive geothermal conditions do not exist in the northern Delaware Basin. Oil and gas production byproducts are disposed of underground in the WIPP region, but such liquid waste disposal does not involve drilling of additional boreholes (see H27,  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6); therefore drilling of boreholes for the explicit purpose of disposal has not occurred. Hydrocarbon storage takes place in the Delaware Basin, but it involves gas injection through existing boreholes into depleted reservoirs (see, for example,  HYPERLINK "../../references/Others/ERMS241273.pdf" Burton et al. 1993, pp. 66-67). Therefore, drilling of boreholes for the explicit purpose of hydrocarbon storage has not occurred. Consistent with  HYPERLINK "40CFR194_33" section 194.33(b)(1), all near-future Human EPs relating to deliberate drilling intrusion into the WIPP excavation have been eliminated from PA calculations on regulatory grounds. Future Human EPs Consistent with  HYPERLINK "40CFR194_33" section 194.33 and the future states assumptions in  HYPERLINK "40CFR194_25" section 194.25(a), drilling for purposes other than resource recovery (such as WIPP site investigation) and drilling activities that have not taken place in the Delaware Basin over the past 100 years need not be considered in determining future drilling rates. Thus drilling associated with archeological investigations, geothermal energy production, liquid waste disposal, hydrocarbon storage, and deliberate drilling intrusion have been eliminated from PA calculations on regulatory grounds. Excavation Activities FEP Number: H13 FEP Title: Conventional Underground Potash Mining Screening Decision: UP (HCN) DP (Future) As prescribed by  HYPERLINK "40CFR194_32" section 194.32(b), the effects of HCN and future Conventional Underground Potash Mining are accounted for in PA calculations (see also  HYPERLINK \l "SCR-5_2_2_1" FEP H37). Summary of New Information No new information has been identified for this FEP since the CRA-2004. Screening Argument Potash is the only known economically viable resource in the vicinity of the WIPP that is recovered by underground mining (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1). Potash is mined extensively by conventional techniques in the region east of Carlsbad and up to 2.4 km (1.5 mi) from the boundaries of the controlled area of the WIPP. According to existing plans and leases (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1), potash mining is expected to continue in the vicinity of the WIPP in the near future. The DOE assumes that all economically recoverable potash in the vicinity of the disposal system will be extracted in the near future, although there are no economical reserves above the WIPP waste panels ( HYPERLINK "../../references/Others/Griswold_Griswold_1999.pdf" Griswold and Griswold 1999). In summary, conventional underground potash mining is currently taking place and is expected to continue in the vicinity of the WIPP in the near future. The potential effects of HCN and future conventional underground potash mining are accounted for in PA calculations as prescribed by  HYPERLINK "40CFR194_32" section 194.32(b), and as further described in the supplementary information to  HYPERLINK "40CFR194_Subpart_C" Part 194 Subpart C, Compliance Certification and Recertification and in the Compliance Application Guidance (CAG), Subpart C, 194.32, Scope of Performance Assessments. FEP Number: H14 FEP Title: Other Resources (mining for) Screening Decision: SO-C (HCN) SO-R (Future) HCN Mining for Other Resources has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Mining for Other Resources has been eliminated from PA calculations on regulatory grounds. Summary of New Information Since the CCA, no changes in the resources sought via mining have occurred. Screening Argument Potash is the only known economically viable resource in the vicinity of the WIPP that is recovered by underground mining. Potash is mined extensively in the region east of Carlsbad and up to 5 km (3.1 mi) from the boundaries of the controlled area. According to existing plans and leases, potash mining is expected to continue in the vicinity of the WIPP in the near future. The DOE assumes that all economically recoverable potash in the vicinity of the disposal system will be extracted in the near future. Excavation for resources other than potash and archaeological excavations have taken place or are currently taking place in the Delaware Basin. These activities have not altered the geology of the controlled area significantly, and have been eliminated from PA calculations for the HCN timeframe on the basis of low consequence to the performance of the disposal system. Potash is the only resource that has been identified within the controlled area in a quality similar to that currently mined elsewhere in the Delaware Basin. Future mining for other resources has been eliminated from PA calculations on the regulatory basis of  HYPERLINK "40CFR194_25" section 194.25(a). FEP Numbers: H15 and H16 FEP Titles: Tunneling (H15) Construction of Underground Facilities (H16) Screening Decision: SO-R (HCN) SO-R (Future) Consistent with  HYPERLINK "40CFR194_33" section 194.33(b)(1), near-future, human-induced EPs relating to Tunneling into the WIPP excavation and Construction of Underground Facilities have been eliminated from PA calculations on regulatory grounds. Furthermore, consistent with  HYPERLINK "40CFR194_25" section 194.25(a), future human-induced EPs relating to Tunneling into the WIPP excavation and Construction of Underground Facilities have been eliminated from PA calculations on regulatory grounds. Summary No new information has been identified for this FEP. Screening Argument No tunneling or construction of underground facilities (for example, storage, disposal, accommodation [i.e., dwellings]) has taken place in the Delaware Basin. Mining for potash occurs (a form of tunneling), but is addressed specifically in ( HYPERLINK \l "SCR-5_1_2_1" Section  REF _Ref212795616 \r \h SCR-5.1.2.1 (Conventional Underground Potash Mining [H13])). Gas storage does take place in the Delaware Basin, but it involves injection through boreholes into depleted reservoirs, and not excavation (see, for example,  HYPERLINK "../../references/Others/ERMS241273.pdf" Burton et al. 1993, pp. 6667). On April 26, 2001, the DOE formally requested approval for the installation of the OMNISita astrophysics experiment in the core storage alcove of the WIPP underground repository. The purpose of the project is to develop a prototype neutrino detector to test proof-of-concept principles and measure background cosmic radiation levels within the WIPP underground repository. EPA approved the request on August 29, 2001. This project does not require additional tunneling or excavation beyond the current repository footprint, and therefore does not impact the screening argument for this FEP. Because tunneling and construction of underground facilities (other than WIPP) have not taken place in the Delaware Basin, and consistent with the future-states assumptions in  HYPERLINK "40CFR194_25" section 194.25(a), such excavation activities have been eliminated from PA calculations on regulatory grounds. FEP Number: H17 FEP Title: Archeological Excavations Screening Decision: SO-C (HCN) SO-R (Future) HCN Archaeological Excavations have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Archaeological Excavations into the disposal system have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information related to this FEP has been identified. Screening Argument Archeological excavations have occurred at or near the WIPP, but involved only minor surface disturbances. These archaeological excavations may continue into the foreseeable future as other archeological sites are discovered. These activities have not altered the geology of the controlled area significantly, and have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system for the HCN timeframe. Also, consistent with  HYPERLINK "40CFR194_32" section 194.32(a), which limits the scope of consideration of future human actions to mining and drilling, future archaeological excavations have been eliminated from PA calculations on regulatory grounds. FEP Number: H18 FEP Title: Deliberate Mining Intrusion Screening Decision: SO-R (HCN) SO-R (Future) Consistent with  HYPERLINK "40CFR194_33" section 194.33(b)(1), near-future, human-induced EPs relating to Deliberate Mining Intrusion into the WIPP excavation have been eliminated from PA calculations on regulatory grounds. Furthermore, consistent with section 194.33(b)(1), future human-induced EPs relating to Deliberate Mining Intrusion into the WIPP excavation have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument Consistent with  HYPERLINK "40CFR194_33" section 194.33(b)(1), all future human-related EPs relating to deliberate mining intrusion into the WIPP excavation have been eliminated from PA calculations on regulatory grounds. Subsurface Explosions FEPs Number: H19 FEP Title: Explosions for Resource Recovery Screening Decision: SO-C (HCN) SO-R (Future) Historical underground Explosions for Resource Recovery have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future underground Explosions for Resource Recovery have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument This section discusses subsurface explosions associated with resource recovery that may result in pathways for fluid flow between hydraulically conductive horizons. The potential effects of explosions on the hydrological characteristics of the disposal system are discussed in  HYPERLINK \l "SCR-5_2_3_1" Section  REF _Ref212796816 \r \h SCR-5.2.3.1 (Changes in Groundwater Flow Due to Explosions [H39]). Historical, Current, and Near-Future Human EPs Neither small-scale nor regional-scale explosive techniques to enhance the formation of hydraulic conductivity form a part of current mainstream oil- and gas-production technology. Instead, controlled perforating and hydrofracturing are used to improve the performance of oil and gas boreholes in the Delaware Basin. However, small-scale explosions have been used in the past to fracture oil- and natural-gas-bearing units to enhance resource recovery. The size of explosion used to fracture an oil- or gas-bearing unit is limited by the need to contain the damage within the unit being exploited. In the area surrounding the WIPP, the stratigraphic units with oil and gas resources are too deep for explosions to affect the performance of the disposal system. Thus the effects of explosions for resource recovery have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Potash mining is currently taking place and is expected to continue in the vicinity of the WIPP in the near future. Potash is mined extensively in the region east of Carlsbad and up to 2.4 km (1.3mi) from the boundaries of the controlled area. In earlier years conventional drill, blast, load, and rail-haulage methods were used. Today, continuous miners similar to those used in coal-mining have been adapted to fit the potash-salt formations. Hence, drilling and blasting technology is not used in the present day potash mines. Thus the effects of explosions for resource recovery have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Consistent with  HYPERLINK "40CFR194_33" section 194.33(d), PAs need not analyze the effects of techniques used for resource recovery subsequent to the drilling of a future borehole. Therefore, future underground explosions for resource recovery have been eliminated from PA calculations on regulatory grounds. FEPs Number: H20 FEP Title: Underground Nuclear Device Testing Screening Decision: SO-C (HCN) SO-R (Future) Historical Underground Nuclear Device Testing has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Underground Nuclear Device Testing has been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to this FEP. Screening Argument Historical, Current, and Near-Future Human EPs The Delaware Basin has been used for an isolated nuclear test. This test, Project Gnome ( HYPERLINK "../../references/Others/Rawson_et_al_1965_Project_Gnome_the_Environment_Created_by_a_Nuclear_Explosion_in_Salt_PNE107F.pdf" Rawson et al. 1965), took place in 1961 at a location approximately 13 km (8 mi) southwest of the WIPP waste disposal region. Project Gnome was decommissioned in 1979. The primary objective of Project Gnome was to study the effects of an underground nuclear explosion in salt. The Gnome experiment involved the detonation of a 3.1 kiloton nuclear device at a depth of 360 m (1,190 ft) in the bedded salt of the Salado. The explosion created an approximately spherical cavity of about 27,000 cubic meters (m3) (950,000 cubic feet [ft3]) and caused surface displacements in a radius of 360 m (1,180 ft). No earth tremors perceptible to humans were reported at distances over 40 km (25 mi) from the explosion. A zone of increased permeability was observed to extend at least 46 m (150 ft) laterally from and 105 m (344 ft) above the point of the explosion. The test had no significant effects on the geological characteristics of the WIPP disposal system. Thus historical underground nuclear device testing has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. There are no existing plans for underground nuclear device testing in the vicinity of the WIPP in the near future. Future Human EPs The criterion in  HYPERLINK "40CFR194_32" section 194.32(a) relating to the scope of PAs limits the consideration of future human actions to mining and drilling. Therefore, future underground nuclear device testing has been eliminated from PA calculations on regulatory grounds. Subsurface Hydrological and Geochemical EPs Borehole Fluid Flow FEP Number: H21 FEP Title: Drilling Fluid Flow Screening Decision: SO-C (HCN) DP (Future) Drilling Fluid Flow associated with historical, current, near-future, and future boreholes that do not intersect the waste disposal region has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The possibility of a future deep borehole penetrating a waste panel, such that drilling-induced flow results in transport of radionuclides to the land surface or to overlying hydraulically conductive units, is accounted for in PA calculations. The possibility of a deep borehole penetrating both the waste disposal region and a Castile brine reservoir is accounted for in PA calculations. Summary of New Information The screening argument for this FEP has been revised slightly to remove confusion and inconsistency as suggested by the EPA in TSD for Section 194.25, 194.32, and 194.33 ( HYPERLINK "../../references/Others/EPA_2006_TSD_194_25_32_33_Compliance_Recertification_Application_Review.pdf" U.S. Environmental Protection Agency 2006). Screening Argument Borehole circulation fluid could be lost to thief zones encountered during drilling, or fluid could flow from pressurized zones through the borehole to the land surface (blowout) or to a thief zone. Such drilling-related EPs could influence groundwater flow and, potentially, radionuclide transport in the affected units. Future drilling within the controlled area could result in direct releases of radionuclides to the land surface or transport of radionuclides between hydraulically conductive units. Movement of brine from a pressurized zone through a borehole into potential thief zones such as the Salado interbeds or the Culebra could result in geochemical changes and altered radionuclide migration rates in these units. Historical, Current, and Near-Future Human EPs Drilling fluid flow is a short-term event that can result in the flow of pressurized fluid from one geologic stratum to another. However, long-term flow through abandoned boreholes would have a greater hydrological impact in the Culebra than a short-term event like drilling-induced flow outside the controlled area. Wallace ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" 1996a) analyzed the potential effects of flow through abandoned boreholes in the future within the controlled area, and concluded that interconnections between the Culebra and deep units could be eliminated from PA calculations on the basis of low consequence. Thus the HCN of drilling fluid flow associated with boreholes outside the controlled area has been screened out on the basis of low consequence to the performance of the disposal system. As discussed in FEPs H25 through H36 ( HYPERLINK \l "SCR-5_2_1_5" Section  REF _Ref212795247 \r \h SCR-5.2.1.5,  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6,  HYPERLINK \l "SCR-5_2_1_7" Section  REF _Ref212796678 \r \h SCR-5.2.1.7,  HYPERLINK \l "SCR-5_2_1_8" Section  REF _Ref220387485 \r \h SCR-5.2.1.8,  HYPERLINK \l "SCR-5_2_1_9" Section  REF _Ref220387505 \r \h SCR-5.2.1.9, HYPERLINK \l "SCR-5_2_1_10"Section  REF _Ref212797842 \r \h SCR-5.2.1.10,  HYPERLINK \l "SCR-5_2_1_11" Section  REF _Ref220387531 \r \h SCR-5.2.1.11,  HYPERLINK \l "SCR-5_2_1_12" Section  REF _Ref220387546 \r \h SCR-5.2.1.12, and HYPERLINK \l "SCR-5_2_1_13"Section  REF _Ref212795275 \r \h SCR-5.2.1.13), drilling associated with water resources exploration, groundwater exploitation, potash exploration, oil and gas exploration, oil and gas exploitation, enhanced oil and gas recovery, and drilling to explore other resources has taken place or is currently taking place outside the controlled area in the Delaware Basin. These drilling activities are expected to continue in the vicinity of the WIPP in the near future. Future Human EPs For the future, drill holes may intersect the waste disposal region and their effects could be more profound. Thus the possibility of a future borehole penetrating a waste panel, so that drilling fluid flow and, potentially, blowout results in transport of radionuclides to the land surface or to overlying hydraulically conductive units, is accounted for in PA calculations. The units intersected by the borehole may provide sources for fluid flow (brine, oil, or gas) to the waste panel during drilling. In the vicinity of the WIPP, the Castile that underlies the Salado contains isolated volumes of brine at fluid pressures greater than hydrostatic. A future borehole that penetrates a Castile brine reservoir could provide a connection for brine flow from the reservoir to the waste panel, thus increasing fluid pressure and brine volume in the waste panel. The possibility of a deep borehole penetrating both a waste panel and a brine reservoir is accounted for in PA calculations. Penetration of an underpressurized unit underlying the Salado could result in flow and radionuclide transport from the waste panel to the underlying unit during drilling, although drillers would minimize such fluid loss to a thief zone through the injection of materials to reduce permeability or through the use of casing and cementing. Also, the permeabilities of formations underlying the Salado are less than the permeability of the Culebra ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" Wallace 1996a). Thus the consequences associated with radionuclide transport to an underpressurized unit below the waste panels during drilling will be less significant, in terms of disposal system performance, than the consequences associated with radionuclide transport to the land surface or to the Culebra during drilling. Through this comparison, drilling events that result in penetration of underpressurized units below the waste-disposal region have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. FEP Number: H22 FEP Title: Drilling Fluid Loss Screening Decision: SO-C (HCN) DP (Future) Drilling Fluid Loss associated with HCN and future boreholes that do not intersect the waste disposal region has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The possibility of a future Drilling Fluid Loss into waste panels is accounted for in PA calculations. Summary of New Information The screening argument for this FEP has been revised slightly to remove confusion and inconsistency as suggested by the EPA in TSD for Section 194.25, 194.32, and 194.33 ( HYPERLINK "../../references/Others/EPA_2006_TSD_194_25_32_33_Compliance_Recertification_Application_Review.pdf" U.S. Environmental Protection Agency 2006). Screening Argument Drilling fluid loss is a short-term event that can result in the flow of pressurized fluid from one geologic stratum to another. Large fluid losses would lead a driller to inject materials to reduce permeability, or it would lead to the borehole being cased and cemented to limit the loss of drilling fluid. Assuming such operations are successful, drilling fluid loss in the near future outside the controlled area will not significantly affect the hydrology of the disposal system. Thus drilling fluid loss associated with historical, current, and near-future boreholes has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. In evaluating the potential consequences of drilling fluid loss to a waste panel in the future, two types of drilling events need to be considered those that intercept pressurized fluid in underlying formations such as the Castile (defined in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=73" CCA, Chapter 6.0, Section 6.3.2.2 as E1 events), and those that do not (E2 events). A possible hydrological effect would be to make a greater volume of brine available for gas generation processes and thereby increase gas volumes at particular times in the future. For either type of drilling event, on the basis of current drilling practices, the driller is assumed to pass through the repository rapidly. Relatively small amounts of drilling fluid loss might not be noticed and might not give rise to concern. Larger fluid losses would lead to the driller injecting materials to reduce permeability, or to the borehole being cased and cemented, to limit the loss of drilling fluid. For boreholes that intersect pressurized brine reservoirs, the volume of fluid available to flow up a borehole will be significantly greater than the volume of any drilling fluid that could be lost. This greater volume of brine is accounted for in PA calculations, and is allowed to enter the disposal room (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=149" CCA, Chapter 6.0, Section 6.4.7). Thus the effects of drilling fluid loss will be small by comparison to the potential flow of brine from pressurized brine reservoirs. Therefore, the effects of drilling fluid loss for E1 drilling events have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The consequences of drilling fluid loss into waste panels in the future are accounted for in PA calculations for E2 events. Historical, Current, and Near-Future Human EPs Drilling fluid flow will not affect hydraulic conditions in the disposal system significantly unless there is substantial drilling fluid loss to a thief zone, such as the Culebra. Typically, zones into which significant borehole circulation fluid is lost are isolated through injection of materials to reduce permeability or through casing and cementing programs. Assuming such operations are successful, drilling fluid loss in the near future outside the controlled area will not affect the hydrology of the disposal system significantly and be of no consequence. Future Human EPs The consequences of drilling within the controlled area in the future will primarily depend on the location of the borehole. Potentially, future deep drilling could penetrate the waste disposal region. Hydraulic and geochemical conditions in the waste panel could be affected as a result of drilling fluid loss to the panel. Penetration of an underpressurized unit underlying the Salado could result in flow and radionuclide transport from the waste panel to the underlying unit during drilling, although drillers would minimize such fluid loss to a thief zone through the injection of materials to reduce permeability or through the use of casing and cementing. Also, the permeabilities of formations underlying the Salado are less than the permeability of the Culebra ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" Wallace 1996a). Thus the consequences associated with radionuclide transport to an underpressurized unit below the waste panels during drilling will be less significant, in terms of disposal system performance, than the consequences associated with radionuclide transport to the land surface or to the Culebra during drilling. Through this comparison, drilling events that result in penetration of underpressurized units below the waste-disposal region have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. For boreholes that do not intersect pressurized brine reservoirs (but do penetrate the waste-disposal region), the treatment of the disposal room implicitly accounts for the potential for greater gas generation resulting from drilling fluid loss. Thus the hydrological effects of drilling fluid loss for E2 drilling events are accounted for in PA calculations within the conceptual model of the disposal room for drilling intrusions. FEP Number: H23 FEP Title: Blowouts Screening Decision: SO-C (HCN) DP (Future) Blowouts associated with HCN and future boreholes that do not intersect the waste disposal region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The possibility of a future deep borehole penetrating a waste panel such that drilling-induced flow results in transport of radionuclides to the land surface or to overlying hydraulically conductive units is accounted for in PA calculations. The possibility of a deep borehole penetrating both the waste disposal region and a Castile brine reservoir is accounted for in PA calculations. Summary of New Information No new information is available for this FEP. Screening Argument Blowouts are short-term events that can result in the flow of pressurized fluid from one geologic stratum to another. For the near future, a blowout may occur in the vicinity of the WIPP but is not likely to affect the disposal system because of the distance from the well to the waste panels, assuming that AICs are in place which restrict borehole installation to outside the WIPP boundary. Blowouts associated with HCN and future boreholes that do not intersect the waste disposal region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. For the future, the drill holes may intersect the waste disposal region and these effects could be more profound. Thus blowouts are included in the assessment of future activities and their consequences are accounted for in PA calculations. Fluid could flow from pressurized zones through the borehole to the land surface (blowout) or to a thief zone. Such drilling-related EPs could influence groundwater flow and, potentially, radionuclide transport in the affected units. Movement of brine from a pressurized zone through a borehole into potential thief zones such as the Salado interbeds or the Culebra could result in geochemical changes and altered radionuclide migration rates in these units. Historical, Current, and Near-Future Human EPs Drilling associated with water resources exploration, groundwater exploitation, potash exploration, oil and gas exploration, oil and gas exploitation, enhanced oil and gas recovery, and drilling to explore other resources has taken place or is currently taking place outside the controlled area in the Delaware Basin. These drilling activities are expected to continue in the vicinity of the WIPP in the near future. Naturally occurring brine and gas pockets have been encountered during drilling in the Delaware Basin. Brine pockets have been intersected in the Castile (as discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=108" CCA, Chapter 2.0, Section 2.2.1.3) and in the Salado above the WIPP horizon (the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=107" CCA, Chapter 2.0, Section 2.2.1.2.2). Gas blowouts have occurred during drilling in the Salado. Usually, such events result in brief interruptions in drilling while the intersected fluid pocket is allowed to depressurize through flow to the surface (for a period lasting from a few hours to a few days). Drilling then restarts with an increased drilling mud weight. Under these conditions, blowouts in the near future will cause isolated hydraulic disturbances, but will not affect the hydrology of the disposal system significantly. Potentially, the most significant disturbance to the disposal system could occur if an uncontrolled blowout during drilling resulted in substantial flow through the borehole from a pressurized zone to a thief zone. For example, if a borehole penetrates a brine reservoir in the Castile, brine could flow through the borehole to the Culebra over the long term, and, as a result, could affect hydraulic conditions in the Culebra. The potential effects of such an event can be compared to the effects of long-term fluid flow from deep overpressurized units to the Culebra through abandoned boreholes. Wallace ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" 1996a) analyzed the potential effects of flow through abandoned boreholes in the future within the controlled area and concluded that interconnections between the Culebra and deep units could be eliminated from PA calculations on the basis of low consequence. Long-term flow through abandoned boreholes would have a greater hydrological impact in the Culebra than short-term, drilling-induced flow outside the controlled area. Thus the effects of fluid flow during drilling in the near future have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. In summary, blowouts associated with historical, current, and near-future boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPsBoreholes that Intersect the Waste Disposal Region The consequences of drilling within the controlled area in the future will depend primarily on the location of the borehole. Potentially, future deep drilling could penetrate the waste disposal region. If the borehole intersects the waste in the disposal rooms, radionuclides could be transported as a result of drilling fluid flow: releases to the accessible environment may occur as material entrained in the circulating drilling fluid is brought to the surface. Also, during drilling, contaminated brine may flow up the borehole and reach the surface, depending on fluid pressure within the waste disposal panels; blowout conditions could prevail if the waste panel were sufficiently pressurized at the time of intrusion. Hydraulic Effects of Drilling-Induced Flow The possibility of a future borehole penetrating a waste panel, so that drilling fluid flow and, potentially, blowout results in transport of radionuclides to the land surface or to overlying hydraulically conductive units, is accounted for in PA calculations. The units intersected by the borehole may provide sources for fluid flow (brine, oil, or gas) to the waste panel during drilling. In the vicinity of the WIPP, the Castile that underlies the Salado contains isolated volumes of brine at fluid pressures greater than hydrostatic. A future borehole that penetrates a Castile brine reservoir could provide a connection for brine flow from the reservoir to the waste panel, thus increasing fluid pressure and brine volume in the waste panel. The possibility of a deep borehole penetrating both a waste panel and a brine reservoir is accounted for in PA calculations. Future boreholes could affect the hydraulic conditions in the disposal system. Intersection of pockets of pressurized gas and brine would likely result in short-term, isolated hydraulic disturbances, and will not affect the hydrology of the disposal system significantly. Potentially the most significant hydraulic disturbance to the disposal system could occur if an uncontrolled blowout during drilling resulted in substantial flow through the borehole from a pressurized zone to a thief zone. For example, if a borehole penetrates a brine reservoir in the Castile, brine could flow through the borehole to the Culebra, and, as a result, could affect hydraulic conditions in the Culebra. The potential effects of such an event can be compared to the effects of long-term fluid flow from deep overpressurized units to the Culebra through abandoned boreholes. Wallace ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" 1996a) analyzed the potential effects of such interconnections in the future within the controlled area, concluding that flow through abandoned boreholes between the Culebra and deep units could be eliminated from PA calculations on the basis of low consequence. FEP Number: H24 FEP Title: Drilling-Induced Geochemical Changes Screening Decision: UP (HCN) DP (Future) Drilling-Induced Geochemical Changes that occur within the controlled area as a result of HCN and future drilling-induced flow are accounted for in PA calculations. Summary of New Information No new information is available for this FEP. Screening Argument Borehole circulation fluid could be lost to thief zones encountered during drilling, or fluid could flow from pressurized zones through the borehole to the land surface (blowout) or to a thief zone. Such drilling-related EPs could influence groundwater flow and, potentially, radionuclide transport in the affected units. Future drilling within the controlled area could result in direct releases of radionuclides to the land surface or transport of radionuclides between hydraulically conductive units. Movement of brine from a pressurized zone through a borehole and into potential thief zones such as the Salado interbeds or the Culebra, could result in geochemical changes and altered radionuclide migration rates in these units. Historical, Current, and Near-Future Human EPs Drilling associated with resource exploration, exploitation, and recovery has taken place or is currently taking place outside the controlled area in the Delaware Basin. These drilling activities are expected to continue in the vicinity of the WIPP in the near future. Chemical changes induced by such drilling are discussed below. Geochemical Effects of Drilling-Induced FlowHCN Radionuclide migration rates are governed by the coupled effects of hydrological and geochemical processes (see discussions in FEPs W77 through W100,  HYPERLINK \l "SCR-6_6_1_1" Section  REF _Ref212873245 \r \h SCR-6.6.1.1,  HYPERLINK \l "SCR-6_6_1_2" Section  REF _Ref223330710 \r \h SCR-6.6.1.2,  HYPERLINK \l "SCR-6_6_2_1" Section  REF _Ref223330757 \r \h SCR-6.6.2.1,  HYPERLINK \l "SCR-6_6_3_1" Section  REF _Ref223330762 \r \h SCR-6.6.3.1,  HYPERLINK \l "SCR-6_6_3_2" Section  REF _Ref223330766 \r \h SCR-6.6.3.2,  HYPERLINK \l "SCR-6_6_4_1" Section  REF _Ref223330770 \r \h SCR-6.6.4.1,  HYPERLINK \l "SCR-6_7_1_1" Section  REF _Ref223330777 \r \h SCR-6.7.1.1,  HYPERLINK \l "SCR-6_7_2_1" Section  REF _Ref223330780 \r \h SCR-6.7.2.1,  HYPERLINK \l "SCR-6_7_3_1" Section  REF _Ref223330786 \r \h SCR-6.7.3.1,  HYPERLINK \l "SCR-6_7_4_1" Section  REF _Ref223330790 \r \h SCR-6.7.4.1,  HYPERLINK \l "SCR-6_7_4_2" Section  REF _Ref223330795 \r \h SCR-6.7.4.2,  HYPERLINK \l "SCR-6_7_4_3" Section  REF _Ref223330803 \r \h SCR-6.7.4.3,  HYPERLINK \l "SCR-6_7_5_1" Section  REF _Ref223330807 \r \h SCR-6.7.5.1,  HYPERLINK \l "SCR-6_7_5_2" Section  REF _Ref223330811 \r \h SCR-6.7.5.2,  HYPERLINK \l "SCR-6_7_5_3" Section  REF _Ref223330817 \r \h SCR-6.7.5.3, and  HYPERLINK \l "SCR-6_7_5_4" Section  REF _Ref212796285 \r \h SCR-6.7.5.4). Human EPs outside the controlled area could affect the geochemistry of units within the controlled area if they occur sufficiently close to the edge of the controlled area. Movement of brine from a pressurized reservoir in the Castile through a borehole into potential thief zones, such as the Salado interbeds or the Culebra, could cause drilling-induced geochemical changes resulting in altered radionuclide migration rates in these units through their effects on colloid transport and sorption (colloid transport may enhance radionuclide migration, while radionuclide migration may be retarded by sorption). The treatment of colloids in PA calculations is described in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=109" CCA, Chapter 6.0, Section 6.4.3.6 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=133" Section 6.4.6.2.2. The repository and its contents provide the main source of colloids in the disposal system. By comparison, Castile brines have relatively low total colloid concentrations. Therefore, changes in colloid transport in units within the controlled area as a result of HCN drilling-induced flow have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within the Culebra is accounted for in PA calculations as discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=123" CCA, Chapter 6.0, Section 6.4.6.2. The sorption model comprises an equilibrium, sorption isotherm approximation, employing Kds applicable to dolomite in the Culebra (the  HYPERLINK "../../references/CRA-2004/Appendix_PA_Attachment_MASS.pdf" \l "page=67" CRA-2004, Appendix PA, Attachment MASS, Section MASS-15.2). The cumulative distribution functions (CDFs) of Kds used are derived from a suite of experimental studies that include measurements of Kds for actinides in a range of chemical systems including Castile brines, Culebra brines, and Salado brines. Therefore, any changes in sorption geochemistry in the Culebra within the controlled area as a result of HCN drilling-induced flow are accounted for in PA calculations. Sorption within the Dewey Lake is accounted for in PA calculations, as discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=147" CCA, Chapter 6.0, Section 6.4.6.6. It is assumed that the sorptive capacity of the Dewey Lake is sufficiently large to prevent any radionuclides that enter the Dewey Lake from being released over 10,000 years ( HYPERLINK "../../references/Others/Wallace_et_al_1995_Dewey_Lake_Data_Collection_And_Compilation_ERMS222508.pdf" Wallace et al. 1995). Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. The effects of changes in sorption in the Dewey Lake and other units within the controlled area as a result of HCN drilling-induced flow have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs Boreholes that Intersect the Waste Disposal Region The consequences of drilling within the controlled area in the future will primarily depend on the location of the borehole. Future deep drilling could potentially penetrate the waste disposal region. If the borehole intersects the waste in the disposal rooms, radionuclides could be transported as a result of drilling fluid flow and geochemical conditions in the waste panel could be affected as a result of drilling induced geochemical changes. Geochemical Effects of Drilling-Induced Flow-Future Drilling fluid loss to a waste panel could modify the chemistry of disposal room brines in a manner that would affect the solubility of radionuclides and the source term available for subsequent transport from the disposal room. The majority of drilling fluids used are likely to be locally derived, and their bulk chemistry will be similar to fluids currently present in the disposal system. In addition, the presence of the MgO chemical conditioner in the disposal rooms will buffer the chemistry across a range of fluid compositions, as discussed in detail in  HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM_2_3_2" Appendix SOTERM-2009, Section SOTERM-2.3.2. Furthermore, for E1 drilling events, the volume of Castile brine that flows into the disposal room will be greater than that of any drilling fluids; Castile brine chemistry is accounted for in PA calculations. Thus the effects on radionuclide solubility of drilling fluid loss to the disposal room have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Movement of brine from a pressurized reservoir in the Castile through a borehole into thief zones, such as the Salado interbeds or the Culebra, could result in geochemical changes in the receiving units, and thus alter radionuclide migration rates in these units through their effects on colloid transport and sorption. The repository and its contents provide the main source of colloids in the disposal system. Thus colloid transport in the Culebra within the controlled area as a result of drilling-induced flow associated with boreholes that intersect the waste disposal region is accounted for in PA calculations, as described in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=109" CCA, Chapter 6.0, Section 6.4.3.6 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=130" Section 6.4.6.2.1. The Culebra is the most transmissive unit in the disposal system, and it is the most likely unit through which significant radionuclide transport could occur. Therefore, colloid transport in units other than the Culebra, as a result of drilling fluid loss associated with boreholes that intersect the waste disposal region, has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in FEPs H21, H22, and H23 ( HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1,  HYPERLINK \l "SCR-5_2_1_2" Section  REF _Ref212795095 \r \h SCR-5.2.1.2, and  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3), sorption within the Culebra is accounted for in PA calculations. The sorption model used incorporates the effects of changes in sorption in the Culebra as a result of drilling-induced flow associated with boreholes that intersect the waste disposal region. Consistent with the screening discussion in FEPs H21, H22, and H23 (Section  REF _Ref212793924 \r \h SCR-5.2.1.1, Section  REF _Ref212795095 \r \h SCR-5.2.1.2, and Section  REF _Ref212795145 \r \h SCR-5.2.1.3), the effects of changes in sorption in the Dewey Lake inside the controlled area as a result of drilling-induced flow associated with boreholes that intersect the waste disposal region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Future Human EPs Boreholes That Do Not Intersect the Waste Disposal Region Future boreholes that do not intersect the waste disposal region could nevertheless encounter contaminated material by intersecting a region into which radionuclides have migrated from the disposal panels, or could affect hydrogeological conditions within the disposal system. Consistent with the containment requirements in  HYPERLINK "40CFR191_13" 40 CFR 191.13(a), PAs need not evaluate the effects of the intersection of contaminated material outside the controlled area. Movement of brine from a pressurized reservoir in the Castile, through a borehole and into thief zones such as the Salado interbeds or the Culebra could result in drilling-induced geochemical changes and altered radionuclide migration rates in these units. Geochemical Effects of Drilling-Induced Flow Movement of brine from a pressurized reservoir in the Castile through a borehole into thief zones, such as the Salado interbeds or the Culebra, could cause geochemical changes resulting in altered radionuclide migration rates in these units through their effects on colloid transport and sorption. The contents of the waste disposal panels provide the main source of colloids in the disposal system. Thus consistent with the discussion in FEPs H21, H22, and H23 ( HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1,  HYPERLINK \l "SCR-5_2_1_2" Section  REF _Ref212795095 \r \h SCR-5.2.1.2, and  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3), colloid transport as a result of drilling-induced flow associated with future boreholes that do not intersect the waste disposal region has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in FEPs H21, H22, and H23 (Section  REF _Ref212793924 \r \h SCR-5.2.1.1, Section  REF _Ref212795095 \r \h SCR-5.2.1.2, and Section  REF _Ref212795145 \r \h SCR-5.2.1.3), sorption within the Culebra is accounted for in PA calculations. The sorption model accounts for the effects of changes in sorption in the Culebra as a result of drilling-induced flow associated with boreholes that do not intersect the waste disposal region. Consistent with the screening discussion in FEPs H21, H22, and H23 (Section  REF _Ref212793924 \r \h SCR-5.2.1.1, Section  REF _Ref212795095 \r \h SCR-5.2.1.2, and Section  REF _Ref212795145 \r \h SCR-5.2.1.3), the effects of changes in sorption in the Dewey Lake within the controlled area as a result of drilling-induced flow associated with boreholes that do not intersect the waste disposal region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. In summary, the effects of drilling-induced geochemical changes that occur within the controlled area as a result of HCN and future drilling-induced flow are accounted for in PA calculations. Those that occur outside the controlled area have been eliminated from PA calculations. FEP Numbers: H25 and H26 FEP Titles: Oil and Gas Extraction Groundwater Extraction Screening Decision: SO-C (HCN) SO-R (Future) HCN Groundwater Extraction and Oil and Gas Extraction outside the controlled area has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Groundwater Extraction and Oil and Gas Extraction through future boreholes has been eliminated from PA calculations on regulatory grounds. Summary of New Information The screening argument for this FEP has been updated with new information relating to a new water well used for ranching purposes near WIPP. No change to the screening decisions is merited. Screening Argument The extraction of fluid could alter fluid-flow patterns in the target horizons, or in overlying units as a result of a failed borehole casing. Also, the removal of confined fluid from oil- or gas-bearing units can cause compaction in some geologic settings, potentially resulting in subvertical fracturing and surface subsidence. Historical, Current, and Near-Future Human EPs As discussed in FEPs H25 through H36, water, oil, and gas production are the only activities involving fluid extraction through boreholes that have taken place or are currently taking place in the vicinity of the WIPP. These activities are expected to continue in the vicinity of the WIPP in the near future. Groundwater extraction outside the controlled area from formations above the Salado could affect groundwater flow. The Dewey Lake contains a productive zone of saturation south of the WIPP site. Several wells operated by the J.C. Mills Ranch south of the WIPP produce water from the Dewey Lake to supply livestock (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=131" CCA, Chapter 2.0, Section 2.2.1.4.2.1). Water has also been extracted from the Culebra at the Engle Well approximately 9.66 km (6mi) south of the controlled area to provide water for livestock. In addition, a new water well was drilled in 2007 at the Sandia National Laboratories (SNL)-14 wellpad to provide livestock water for the Mills ranch. This well is approximately 3,000 ft (0.9 km) from the WIPP site boundary. If contaminated water intersects a well while it is producing, then contaminants could be pumped to the surface. Consistent with the containment requirements in  HYPERLINK "40CFR191_13" section 191.13(a), PAs need not evaluate radiation doses that might result from such an event. However, compliance assessments must include any such events in dose calculations for evaluating compliance with the individual protection requirements in  HYPERLINK "40CFR191_15" section 191.15. As discussed in the  HYPERLINK "../../references/CCA/Chapter_8.pdf" CCA, Chapter 8.0, under undisturbed conditions, there are no calculated radionuclide releases to units containing producing wells. Pumping from wells at the J.C. Mills Ranch may have resulted in reductions in hydraulic head in the Dewey Lake within southern regions of the controlled area, leading to increased hydraulic head gradients. However, these changes in the groundwater flow conditions in the Dewey Lake will have no significant effects on the performance of the disposal system, primarily because of the sorptive capacity of the Dewey Lake (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=147" CCA, Chapter 6.0, Section 6.4.6.6). Retardation of any radionuclides that enter the Dewey Lake will be such that no radionuclides will migrate through the Dewey Lake to the accessible environment within the 10,000-yr regulatory period. The effects of groundwater extraction from the Culebra from a well 9.66 km (6 mi) south of the controlled area have been evaluated by Wallace (HYPERLINK "../../references/Others/Wallace_1996_Pumping_from_the_Culebra_Outside_ERMS417279.pdf"1996b), using an analytical solution for Darcian fluid flow in a continuous porous medium. Wallace (1996b) showed that such a well pumping at about 0.5 gallon (gal) (1.9 liters [L]) per minute for 10,000 years will induce a hydraulic head gradient across the controlled area of about 4 ( 10(5. The hydraulic head gradient across the controlled area currently ranges from between 0.001 to 0.007. Therefore, pumping from the Engle Well will have only minor effects on the hydraulic head gradient within the controlled area even if pumping were to continue for 10,000 years. Thus the effects of HCN groundwater extraction outside the controlled area have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Oil and gas extraction outside the controlled area could affect the hydrology of the disposal system. However, the horizons that act as oil and gas reservoirs are sufficiently below the repository for changes in fluid-flow patterns to be of low consequence, unless there is fluid leakage through a failed borehole casing. Also, oil and gas extraction horizons in the Delaware Basin are well-lithified rigid strata, so oil and gas extraction is not likely to result in compaction and subsidence ( HYPERLINK "../../references/Others/Brausch_Kuhn_Register_1982_Natural_Resources_Study_WIPP_WTSD_TME_3156.pdf" \l "page=60" Brausch et al. 1982, pp. 52,  HYPERLINK "../../references/Others/Brausch_Kuhn_Register_1982_Natural_Resources_Study_WIPP_WTSD_TME_3156.pdf" \l "page=69" 61). Furthermore, the plasticity of the salt formations in the Delaware Basin will limit the extent of any fracturing caused by compaction of underlying units. Thus, neither the extraction of gas from reservoirs in the Morrow Formation (some 4,200 m (14,000 ft) below the surface), nor extraction of oil from the shallower units within the Delaware Mountain Group (about 1,250 to 2,450 m (about 4,000 to 8,000 ft) below the surface) will lead to compaction and subsidence. In summary, historical, current, and near-future oil and gas extraction outside the controlled area has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs Consistent with  HYPERLINK "40CFR194_33" section 194.33(d), PAs need not analyze the effects of techniques used for resource recovery subsequent to the drilling of a future borehole. Therefore, groundwater extraction and oil and gas extraction through future boreholes have been eliminated from PA calculations on regulatory grounds. FEP Numbers: H27, H28, and H29 FEP Titles: Liquid Waste Disposal OB (H27) Enhanced Oil and Gas Production OB (H28) Hydrocarbon Storage OB (H29) Screening Decision: SO-C (HCN) SO-C (Future) The hydrological effects of HCN fluid injection (Liquid Waste Disposal, Enhanced Oil and Gas Production, and Hydrocarbon Storage) through boreholes outside the controlled area have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Liquid Waste Disposal, Enhanced Oil and Gas Production, and Hydrocarbon Storage in the future have been eliminated from PA calculations based on low consequence. Summary of New Information These FEPs are specific to activities outside the WIPP boundary, although past descriptions have sometimes confused these activities with possible events occurring inside the WIPP boundary, or IB.  HYPERLINK "40CFR194_33" Section 194.33(d) excludes activities subsequent to drilling the borehole from further consideration in PA. It has historically been understood that this exclusion implicitly applies to activities within the WIPP boundary, and not those outside the boundary, or OB. Therefore, three new FEPs have been created to address analogous IB activities (see  HYPERLINK \l "SCR-5_2_1_7" Section  REF _Ref212796678 \r \h SCR-5.2.1.7, FEPs H60, Liquid DisposalIB; H61 Enhanced Oil and Gas ProductionIB; and H62 Hydrocarbon StorageIB). Recent monitoring activities have identified a salt water disposal well that had hardware failure resulting in migration of the injected fluid away from the wellbore in a shallow freshwater producing zone. This leak may have persisted up to 22 months, based on inspection and test records on file with the New Mexico Oil Conservation Division. Once the failure was identified, the well was repaired and returned to service. Details of this event are discussed in Hall (2008). Fluid injection modeling conducted since the CCA has demonstrated that injection of fluids will not have a significant effect upon the WIPPs ability to contain radioactive materials ( HYPERLINK "../../references/Others/Stoelzel_Swift_1997_Supplementary_Analysis_of_the_Effect_of_Salt_Water_ERMS244158.pdf" Stoelzel and Swift 1997). Conservative assumptions used by Stoelzel and Swift include a leaking well that persists for many years (150) with pressures above maximum allowable permitted pressures in the area. Therefore, current modeling conservatively bounds the effects of the recent injection well failure mentioned above. Neither liquid waste disposal nor waterflooding conducted in wells outside the controlled area have the potential to affect the disposal system in any significant way. Screening Argument The injection of fluids could alter fluid-flow patterns in the target horizons or, if there is accidental leakage through a borehole casing, in any other intersected hydraulically conductive zone. Injection of fluids through a leaking borehole could also result in geochemical changes and altered radionuclide migration rates in the thief units. Historical, Current, and Near-Future Human EPs The only historical and current activities involving fluid injection through boreholes in the Delaware Basin are enhanced oil and gas production (waterflooding or carbon dioxide (CO2) injection), hydrocarbon storage (gas reinjection), and liquid waste disposal (byproducts from oil and gas production). These fluid injection activities are expected to continue in the vicinity of the WIPP in the near future. Hydraulic fracturing of oil- or gas-bearing units is currently used to improve the performance of hydrocarbon reservoirs in the Delaware Basin. Fracturing is induced during a short period of high-pressure fluid injection, resulting in increased hydraulic conductivity near the borehole. Normally, this controlled fracturing is confined to the pay zone and is unlikely to affect overlying strata. Secondary production techniques, such as waterflooding, that are used to maintain reservoir pressure and displace oil are currently employed in hydrocarbon reservoirs in the Delaware Basin ( HYPERLINK "../../references/Others/Brausch_Kuhn_Register_1982_Natural_Resources_Study_WIPP_WTSD_TME_3156.pdf" \l "page=37" Brausch et al. 1982, pp. 29-30). Tertiary recovery techniques, such as CO2 miscible flooding, have been implemented with limited success in the Delaware Basin, but CO2 miscible flooding is not an attractive recovery method for reservoirs near the WIPP ( HYPERLINK "../../references/Others/ERMS550502.pdf" Melzer 2008). Even if CO2 flooding were to occur, the effects, if any, would be very similar to those associated with waterflooding. Reinjection of gas for storage currently takes place at one location in the Delaware Basin in a depleted gas field in the Morrow Formation at the Washington Ranch near Carlsbad Caverns ( HYPERLINK "../../references/Others/ERMS241273.pdf" Burton et al. 1993, pp. 66-67; the  HYPERLINK "../../references/CRA-2004/Appendix_DATA_Attachment_A.pdf" CRA-2004, Appendix DATA, Attachment A). This field is too far from the WIPP site to have any effect on WIPP groundwaters under any circumstances. Disposal of liquid by-products from oil and gas production involves injection of fluid into depleted reservoirs. Such fluid injection techniques result in repressurization of the depleted target reservoir and mitigates any effects of fluid withdrawal. The most significant effects of fluid injection would arise from substantial and uncontrolled fluid leakage through a failed borehole casing. The highly saline environment of some units can promote rapid corrosion of well casings and may result in fluid loss from boreholes. Hydraulic Effects of Leakage through Injection Boreholes The Vacuum Field (located in the Capitan Reef, some 30 km [20 mi] northeast of the WIPP site) and the Rhodes-Yates Field (located in the back reef of the Capitan, some 70 km (45 mi) southeast of the WIPP site) have been waterflooded for 40 years with confirmed leaking wells, which have resulted in brine entering the Salado and other formations above the Salado (see, for example,  HYPERLINK "../../references/Others/Silva_1994_Implications_of_the_presence_of_Petroleum_Resources_EEG_55.pdf" Silva 1994, pp. 67-68). Currently, saltwater disposal takes place in the vicinity of the WIPP into formations below the Castile. However, leakages from saltwater disposal wells or waterflood wells in the near future in the vicinity of the WIPP are unlikely to occur because of the following: There are significant differences between the geology and lithology in the vicinity of the disposal system and that of the Vacuum and Rhodes-Yates Fields. The WIPP is located in the Delaware Basin in a fore-reef environment, where a thick zone of anhydrite and halite (the Castile) exists. In the vicinity of the WIPP, oil is produced from the Brushy Canyon Formation at depths greater than 2,100 m (7,000 ft). By contrast, the Castile is not present at either the Vacuum or the Rhodes-Yates Field, which lie outside the Delaware Basin. Oil production at the Vacuum Field is from the San Andres and Grayburg Formations at depths of approximately 1,400 m (4,500 ft), and oil production at the Rhodes-Yates Field is from the Yates and Seven Rivers Formations at depths of approximately 900 m (3,000 ft). Waterflooding at the Rhodes-Yates Field involves injection into a zone only 60 m (200 ft) below the Salado. There are more potential thief zones below the Salado near the WIPP than at the Rhodes-Yates or Vacuum Fields; the Salado in the vicinity of the WIPP is therefore less likely to receive any fluid that leaks from an injection borehole. Additionally, the oil pools in the vicinity of the WIPP are characterized by channel sands with thin net pay zones, low permeabilities, high irreducible water saturations, and high residual oil saturations. Therefore, waterflooding of oil fields in the vicinity of the WIPP on the scale of that undertaken in the Vacuum or the Rhodes-Yates Field is unlikely. New Mexico state regulations require the emplacement of a salt isolation casing string for all wells drilled in the potash enclave, which includes the WIPP area, to reduce the possibility of petroleum wells leaking into the Salado. Also, injection pressures are not allowed to exceed the pressure at which the rocks fracture. The injection pressure gradient must be kept below 4.5 ( 103 pascals per meter above hydrostatic if fracture pressures are unknown. Such controls on fluid injection pressures limit the potential magnitude of any leakages from injection boreholes. Recent improvements in well completion practices and reservoir operations management have reduced the occurrences of leakages from injection wells. For example, injection pressures during waterflooding are typically kept below about 23 ( 103 pascals per meter to avoid fracture initiation. Also, wells are currently completed using cemented and perforated casing, rather than the open-hole completions used in the early Rhodes-Yates wells. A recent report (HYPERLINK "../../references/Others/Hall_et_al_2008_Water_Injection_at_WIPP_ERMS549596.pdf"Hall et al. 2008) concludes that injection well operations near the WIPP have a low failure rate, and that failures are remedied as soon as possible after identification. Any injection well leakages that do occur in the vicinity of the WIPP in the near future are more likely to be associated with liquid waste disposal than waterflooding. Disposal typically involves fluid injection though old and potentially corroded well casings and does not include monitoring to the same extent as waterflooding. Such fluid injection could affect the performance of the disposal system if sufficient fluid leaked into the Salado interbeds to affect the rate of brine flow into the waste disposal panels. Stoelzel and OBrien (HYPERLINK "../../references/Others/Stoelzel_Brien_1996_Effects_of_Salt_Water_ERMS240837.PDF"1996) evaluated the potential effects on the disposal system of leakage from a hypothetical salt water disposal borehole near the WIPP. Stoelzel and OBrien (1996) used the two-dimensional BRAGFLO model (vertical north-south cross-section) to simulate saltwater disposal to the north and to the south of the disposal system. The disposal system model included the waste disposal region, the marker beds (MBs) and anhydrite intervals near the excavation horizon, and the rock strata associated with local oil and gas developments. A worst-case simulation was run using high values of borehole and anhydrite permeability and a low value of halite permeability to encourage flow to the disposal panels via the anhydrite. The boreholes were assumed to be plugged immediately above the Salado (consistent with the plugging configurations described in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=155" CCA, Chapter 6.0, Section 6.4.7.2). Saltwater disposal into the Upper Bell Canyon was simulated, with annular leakage through the Salado. A total of approximately 7 ( 105 m3 (2.47 ( 107 ft3) of brine was injected through the boreholes during a 50-year simulated disposal period. In this time, approximately 50 m3 (1,765.5 ft3) of brine entered the anhydrite interval at the horizon of the waste disposal region. For the next 200 years, the boreholes were assumed to be abandoned (with open-hole permeabilities of 1 ( 10(9 square meters (m2) (4(10(8 in.2)). Cement plugs (of permeability 1 ( 10(17 m2 (4 ( 10(16 in.2)) were assumed to be placed at the injection interval and at the top of the Salado. Subsequently, the boreholes were prescribed the permeability of silty sand (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=155" CCA, Chapter 6.0, Section 6.4.7.2), and the simulation was continued until the end of the 10,000-yr regulatory period. During this period, approximately 400 m3 (14,124 ft3) of brine entered the waste disposal region from the anhydrite interval. This value of cumulative brine inflow is within the bounds of the values generated by PA calculations for the UP scenario. During the disposal well simulation, leakage from the injection boreholes would have had no significant effect on the inflow rate at the waste panels. Stoelzel and Swift ( HYPERLINK "../../references/Others/Stoelzel_Swift_1997_Supplementary_Analysis_of_the_Effect_of_Salt_Water_ERMS244158.pdf" 1997) expanded on Stoelzel and OBriens (HYPERLINK "../../references/Others/Stoelzel_Brien_1996_Effects_of_Salt_Water_ERMS240837.PDF"1996) work by considering injection for a longer period of time (up to 150 years) and into deeper horizons at higher pressures. They developed two computational models (a modified cross-sectional model and an axisymmetric radial model) that are alternatives to the cross-sectional model used by Stoelzel and OBrien (1996). Rather than repeat the conservative and bounding approach used by Stoelzel and OBrien (1996), Stoelzel and Swift (1997) focused on reasonable and realistic conditions for most aspects of the modeling, including setting parameters that were sampled in the CCA at their median values. Model results indicate that, for the cases considered, the largest volume of brine entering MB 139 (the primary pathway to the WIPP) from the borehole is approximately 1,500 m3 (52,974 ft3), which is a small enough volume that it would not affect Stoelzel and OBriens (1996) conclusion even if it somehow all reached the WIPP. Other cases showed from 0 to 600 m3 (21,190 ft3) of brine entering MB 139 from the injection well. In all cases, high-permeability fractures created in the Castile and Salado anhydrite layers by the modeled injection pressures were restricted to less than 400 m (1,312 ft) from the wellbore, and did not extend more than 250 m in MB 138 and MB 139. No flow entered MB 139, nor was fracturing of the unit calculated to occur away from the borehole, in cases in which leaks in the cement sheath had permeabilities of 10(12.5 m2 (corresponding to the median value used to characterize fully degraded boreholes in the CCA) or lower. The cases modeled in which flow entered MB 139 from the borehole and fracturing occurred away from the borehole required injection pressures conservatively higher than any currently in use near the WIPP and either 150 years of leakage through a fully degraded cement sheath or 10 years of simultaneous tubing and casing leaks from a waterflood operation. These conditions are not likely to occur in the future. If leaks like these do occur from brine injection near the WIPP, however, results of the Stoelzel and Swift (1997) modeling study indicate that they will not affect the performance of the repository. Thus the hydraulic effects of leakage through HCN boreholes outside the controlled area have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Effects of Density Changes Resulting from Leakage Through Injection Boreholes Leakage through a failed borehole casing during a fluid injection operation in the vicinity of the WIPP could alter fluid density in the affected unit, which could result in changes in fluid flow rates and directions within the disposal system. Disposal of oil and gas production byproducts through boreholes could increase fluid densities in transmissive units affected by leakage in the casing. Operations such as waterflooding use fluids derived from the target reservoir, or fluids with a similar composition, to avoid scaling and other reactions. Therefore, the effects of leakage from waterflood boreholes would be similar to leakage from disposal wells. Denser fluids have a tendency to sink relative to less dense fluids, and, if the hydrogeological unit concerned has a dip, there will be a tendency for the dense fluid to travel in the downdip direction. If this direction is the same as the direction of the groundwater pressure gradient, there would be an increase in flow velocity, and conversely, if the downdip direction is opposed to the direction of the groundwater pressure gradient, there would be a decrease in flow velocity. In general terms, taking account of density-related flow will cause a rotation of the flow vector towards the downdip direction that is dependent on the density contrast and the dip. Wilmot and Galson ( HYPERLINK "../../references/Others/Wilmot_Galson_1996_Human_Initiated_Brine_Density_Changes_ERMS238748.pdf" 1996) showed that brine density changes in the Culebra resulting from leakage through an injection borehole outside the controlled area will not affect fluid flow in the Culebra significantly. Potash mining activities assumed on the basis of regulatory criteria to occur in the near future outside the controlled area will have a more significant effect on modeled Culebra hydrology. The distribution of existing leases suggests that near-future mining will take place to the north, west, and south of the controlled area (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1). The effects of such potash mining are accounted for in calculations of UP of the disposal system (through an increase in the transmissivity of the Culebra above the mined region, as discussed in FEPs H37, H38, and H39 [ HYPERLINK \l "SCR-5_2_2_1" Section  REF _Ref212796799 \r \h SCR-5.2.2.1,  HYPERLINK \l "SCR-5_2_2_2" Section  REF _Ref212796805 \r \h SCR-5.2.2.2, and  HYPERLINK \l "SCR-5_2_3_1" Section  REF _Ref212796816 \r \h SCR-5.2.3.1]). Groundwater modeling that accounts for potash mining shows a change in the fluid pressure distribution and a consequent shift of flow directions towards the west in the Culebra within the controlled area ( HYPERLINK "../../references/Others/Wallace_1996_Records_Package_for_Screening_Effort_NS11_ERMS412918.pdf" Wallace 1996c). A localized increase in fluid density in the Culebra resulting from leakage from an injection borehole would rotate the flow vector towards the downdip direction (towards the east). Wilmot and Galson (1996) compared the relative magnitudes of the freshwater head gradient and the gravitational gradient and showed that the density effect is of low consequence to the performance of the disposal system. According to Darcys Law, flow in an isotropic porous medium is governed by the gradient of fluid pressure and a gravitational term  EMBED Equation.DSMT4  (SCR. SEQ SCR. \* ARABIC 7) where v = Darcy velocity vector (m s(1) k = intrinsic permeability (m2) ( = fluid viscosity (Pa s) (p = gradient of fluid pressure (Pa m(1) ( = fluid density (kg m(3) g = gravitational acceleration vector (m s(2) The relationship between the gravity-driven flow component and the pressure-driven component can be shown by expressing the velocity vector in terms of a freshwater head gradient and a density-related elevation gradient  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 8) where K = hydraulic conductivity (m s(1) (Hf = gradient of freshwater head  = difference between actual fluid density and reference fluid density (kg m(3) f = density of freshwater (kg m(3) (E = gradient of elevation Davies ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=44" 1989, p. 28) defined a driving force ratio (DFR) to assess the potential significance of the density gradient  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 9) and concluded that a DFR of 0.5 can be considered an approximate threshold at which density-related gravity effects may become significant (Davies 1989, p. 28). The dip of the Culebra in the vicinity of the WIPP is about 0.44 degrees or 8 m/km (26 ft/mi) to the east ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=58" Davies 1989, p. 42). According to Davies ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=63" 1989, pp. 4748), freshwater head gradients in the Culebra between the waste panels and the southwestern and western boundaries of the accessible environment range from 4 m/km (13ft/mi) to 7 m/km (23 ft/mi). Only small changes in gradient arise from the calculated effects of near-future mining. Culebra brines have densities ranging from 998 to 1,158 kilograms per cubic meter (kg/m3) (998 to 1,158 parts per million [ppm]) ( HYPERLINK "../../references/Others/Cauffman_LaVenue_McCord_1990_Groundwater_Flow_Modeling_Culebra_Dolomite_SAND89_70682.pdf" \l "page=56" Cauffman et al. 1990, Table E1.b). Assuming the density of fluid leaking from a waterflood borehole or a disposal well to be 1,215 kg/m3 (1,215 ppm) (a conservative high value similar to the density of Castile brine [HYPERLINK "../../references/Others/Popielak_et_al_1983_Brine_Reservoirs_in_the_Castile_Formation_TME3153.pdf" \l "page=88"Popielak et al. 1983, Table C-2]) leads to a DFR of between 0.07 and 0.43. These values of the DFR show that density-related effects caused by leakage of brine into the Culebra during fluid injection operations are not significant. In summary, the effects of HCN fluid injection (liquid waste disposal, enhanced oil and gas production, and hydrocarbon storage) through boreholes outside the controlled area have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Geochemical Effects of Leakage through Injection Boreholes Injection of fluids through a leaking borehole could affect the geochemical conditions in thief zones, such as the Salado interbeds or the Culebra. Such fluid injection-induced geochemical changes could alter radionuclide migration rates within the disposal system in the affected units if they occur sufficiently close to the edge of the controlled area through their effects on colloid transport and sorption. The majority of fluids injected (for example, during brine disposal) have been extracted locally during production activities. Because they have been derived locally, their compositions are similar to fluids currently present in the disposal system, and they will have low total colloid concentrations compared to those in the waste disposal panels (see FEPs discussion for H21 through H24,  HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1,  HYPERLINK \l "SCR-5_2_1_2" Section  REF _Ref212795095 \r \h SCR-5.2.1.2,  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3, and  HYPERLINK \l "SCR-5_2_1_4" Section  REF _Ref211665209 \r \h SCR-5.2.1.4). The repository will remain the main source of colloids in the disposal system. Therefore, colloid transport as a result of HCN fluid injection has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in FEPs H21 through H24 (Section  REF _Ref212793924 \r \h SCR-5.2.1.1, Section  REF _Ref212795095 \r \h SCR-5.2.1.2, Section  REF _Ref212795145 \r \h SCR-5.2.1.3, and Section  REF _Ref211665209 \r \h SCR-5.2.1.4), sorption within the Culebra is accounted for in PA calculations. The sorption model used accounts for the effects of any changes in sorption in the Culebra as a result of leakage through HCN injection boreholes. Consistent with the screening discussion in FEPs H21 through H24, the effects of changes in sorption in the Dewey Lake within the controlled area as a result of leakage through HCN injection boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Nonlocally derived fluids could be used during hydraulic fracturing operations. However, such fluid-injection operations would be carefully controlled to minimize leakage to thief zones. Therefore, any potential geochemical effects of such leakages have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs Consistent with  HYPERLINK "40CFR194_33" section 194.33(d), PAs need not analyze the effects of techniques used for resource recovery subsequent to the drilling of a future borehole within the site boundary. Liquid waste disposal (byproducts from oil and gas production), enhanced oil and gas production, and hydrocarbon storage are techniques associated with resource recovery and are expected to continue into the future outside the site boundary. Analyses have shown that these activities have little consequence on repository performance ( HYPERLINK "../../references/Others/Stoelzel_Swift_1997_Supplementary_Analysis_of_the_Effect_of_Salt_Water_ERMS244158.pdf" Stoelzel and Swift 1997). Therefore, activities such as liquid waste disposal, enhanced oil and gas production, and hydrocarbon storage outside the site boundary have been eliminated from PA calculations on the basis of low consequence. FEP Numbers: H60, H61, and H62 FEP Titles: Liquid Waste Disposal IB (H60) Enhanced Oil and Gas Production IB (H61) Hydrocarbon Storage IB (H62) Screening Decision: SO-R (HCN) SO-R (Future) The hydrological effects of HCN fluid injection (Liquid Waste Disposal, Enhanced Oil and Gas Production, and Hydrocarbon Storage) through boreholes inside the controlled area have been eliminated from PA calculations on regulatory grounds ( HYPERLINK "40CFR194_25" section 194.25(a)). Liquid Waste Disposal, Enhanced Oil and Gas Production, and Hydrocarbon Storage (within the controlled area) in the future have been eliminated from PA calculations on regulatory grounds ( HYPERLINK "40CFR194_33" section 194.33(d)). Summary of New Information These FEPs are specific to activities inside the WIPP boundary, or IB, although past discussions have sometimes confused these activities with possible events occurring outside the WIPP boundary or OB.  HYPERLINK "40CFR194_33" Section 194.33(d) excludes activities subsequent to drilling the borehole from further consideration in PA. It has historically been understood that this exclusion applies only to IB activities, and not those OB. Therefore, these FEPs deal specifically with IB activities. These three new FEPs have been created to address IB activities analogous to FEPs H27, Liquid Disposal-OB; H28 Enhanced Oil and Gas Production-OB; and H29 Hydrocarbon Storage-OB. The descriptions of the OB activities (H27 H29,  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6) have been clarified to be specifically related to activities OB. Screening Argument The injection of fluids in a borehole within the WIPP boundary could alter fluid-flow patterns in the target horizons or, if there is accidental leakage through a borehole casing, in any other intersected hydraulically conductive zone. Injection of fluids through a leaking borehole within the WIPP boundary could also result in geochemical changes and altered radionuclide migration rates in the thief units. Historical, Current, and Near-Future Human EPs Injection of fluids for the purposes of liquid disposal, enhanced oil and gas production, or hydrocarbon storage has not occurred within the WIPP boundary. Therefore, based on the future states assumption provided by  HYPERLINK "40CFR194_25" section 194.25(a), it is assumed that such activities will not occur within the near-future time frame, which includes the period of WIPP AICs. These activities are excluded from PA calculations on regulatory grounds. Future Human EPs The provisions of  HYPERLINK "40CFR194_33" section 194.33(d) state, that performance assessments need not analyze the effects of techniques used for resource recovery subsequent to the drilling of the borehole. Therefore, the future injection of fluids for the purposes of liquid disposal, enhanced oil and gas production, and hydrocarbon storage within the WIPP boundary have been excluded from PA calculations on regulatory grounds. FEP Number: H30 FEP Title: Fluid Injection-Induced Geochemical Changes Screening Decision: UP (HCN) SO-R (Future) Geochemical changes that occur inside the controlled area as a result of fluid flow associated with HCN fluid injection are accounted for in PA calculations. Geochemical changes resulting from fluid injection in the future inside the controlled area have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information regarding this FEP has been identified. Screening Argument The injection of fluids could alter fluid-flow patterns in the target horizons or, if there is accidental leakage through a borehole casing, in any other intersected hydraulically conductive zone. Injection of fluids through a leaking borehole could also result in geochemical changes and altered radionuclide migration rates in the thief units. Geochemical Effects of Leakage through Injection Boreholes Injection of fluids through a leaking borehole could affect the geochemical conditions in thief zones, such as the Salado interbeds or the Culebra. Such fluid injection-induced geochemical changes could alter radionuclide migration rates within the disposal system in the affected units if they occur sufficiently close to the edge of the controlled area through their effects on colloid transport and sorption. The majority of fluids injected (for example, during brine disposal) have been extracted locally during production activities. Because they have been derived locally, their compositions are similar to fluids currently present in the disposal system, and they will have low total colloid concentrations compared to those in the waste disposal panels (see FEPs H21 through H24,  HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1,  HYPERLINK \l "SCR-5_2_1_2" Section  REF _Ref212795095 \r \h SCR-5.2.1.2,  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3, and  HYPERLINK \l "SCR-5_2_1_4" Section  REF _Ref211665209 \r \h SCR-5.2.1.4). The repository will remain the main source of colloids in the disposal system. Therefore, colloid transport as a result of HCN fluid injection has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in FEPs H21 through H24 (Section  REF _Ref212793924 \r \h SCR-5.2.1.1, Section  REF _Ref212795095 \r \h SCR-5.2.1.2, Section  REF _Ref212795145 \r \h SCR-5.2.1.3, and  REF _Ref211665209 \r \h SCR-5.2.1.4), sorption within the Culebra is accounted for in PA calculations. The sorption model used accounts for the effects of any changes in sorption in the Culebra as a result of leakage through HCN injection boreholes. Consistent with the screening discussion in FEPs H21 through H24, the effects of changes in sorption in the Dewey Lake within the controlled area as a result of leakage through HCN injection boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Nonlocally derived fluids could be used during hydraulic fracturing operations. However, such fluid injection operations would be carefully controlled to minimize leakage to thief zones. Therefore, any potential geochemical effects of such leakages have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs Consistent with  HYPERLINK "40CFR194_33" section 194.33(d), PAs need not analyze the effects of techniques used for resource recovery subsequent to the drilling of a future borehole. Liquid waste disposal (byproducts from oil and gas production), enhanced oil and gas production, and hydrocarbon storage are techniques associated with resource recovery. Therefore, the use of future boreholes for such activities and fluid injection-induced geochemical changes have been eliminated from PA calculations on regulatory grounds. FEP Number: H31 FEP Title: Natural Borehole Fluid Flow (H31) Screening Decision: SO-C (HCN) SO-C (Future, holes not penetrating waste panels) DP (Future, holes through waste panels) The effects of Natural Borehole Fluid Flow through existing or near-future abandoned boreholes, known or unknown, have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Natural Borehole Fluid Flow through a future borehole that intersects a waste panel is accounted for in PA calculations. The effects of Natural Borehole Fluid Flow through a future borehole that does not intersect the waste-disposal region have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Abandoned boreholes could provide pathways for fluid flow and, potentially, contaminant transport between any intersected zones. For example, such boreholes could provide pathways for vertical flow between transmissive units in the Rustler, or between the Culebra and units below the Salado, which could affect fluid densities, flow rates, and flow directions. Movement of fluids through abandoned boreholes could result in borehole-induced geochemical changes in the receiving units such as the Salado interbeds or Culebra, and thus alter radionuclide migration rates in these units. Potentially, boreholes could provide pathways for surface-derived water or groundwater to percolate through low-permeability strata and into formations containing soluble minerals. Large-scale dissolution through this mechanism could lead to subsidence and to changes in groundwater flow patterns. Also, fluid flow between hydraulically conductive horizons through a borehole may result in changes in permeability in the affected units through mineral precipitation. Historical, Current, and Near-Future Human EPs Abandoned water, potash, oil, and gas exploration and production boreholes exist within and outside the controlled area. Most of these boreholes have been plugged in some way, but some have simply been abandoned. Over time, even the boreholes that have been plugged may provide hydraulic connections among the units they penetrate as the plugs degrade. The DOE assumes that records of past and present drilling activities in New Mexico are largely accurate and that evidence of most boreholes would be included in these records. However, the potential effects of boreholes do not change depending on whether their existence is known, hence flow through undetected boreholes and flow through detected boreholes can be evaluated together. Hydraulic Effects of Flow through Abandoned Boreholes Fluid flow and radionuclide transport within the Culebra could be affected if deep boreholes result in hydraulic connections between the Culebra and deep, overpressurized or underpressurized units, or if boreholes provide interconnections for flow between shallow units. Connections Between the Culebra and Deeper Units Fluid flow and radionuclide transport within the Culebra could be affected if deep boreholes result in hydraulic connections between the Culebra and deep, overpressurized or underpressurized units. Over the past 80 years, a large number of deep boreholes have been drilled within and around the controlled area (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=181" CCA, Chapter 6.0, Section 6.4.12.2). The effects on the performance of the disposal system of long-term hydraulic connections between the Culebra and deep units depends on the locations of the boreholes. In some cases, changes in the Culebra flow field caused by interconnections with deep units could decrease lateral radionuclide travel times to the accessible environment. As part of an analysis to determine the impact of such interconnections, Wallace ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" 1996a) gathered information on the pressures, permeabilities, and thicknesses of potential oil- or gas-bearing sedimentary units; such units exist to a depth of about 5,500 m (18,044 ft) in the vicinity of the WIPP. Of these units, the Atoka, some 4,000 m (13,123 ft) below the land surface, has the highest documented pressure of about 64 megapascals (MPa) (9,600 pounds per square inch [psi]), with permeability of about 2 ( 10(14 m2 (2.1 ( 10(13 square feet [ft2]) and thickness of about 210 m (689 ft). The Strawn, 3,900 m (12,795 ft) below the land surface, has the lowest pressures (35 MPa [5,000 psi], which is lower than hydrostatic) and highest permeability (10(13 m2 [1.1 ( 10(12 ft2]) of the deep units, with a thickness of about 90 m (295 ft). PA calculations indicate that the shortest radionuclide travel times to the accessible environment through the Culebra occur when flow in the Culebra in the disposal system is from north to south. Wallace ( HYPERLINK "../../references/Others/Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf" 1996a) ran the steady-state SECOFL2D model with the PA data that generated the shortest radionuclide travel times (with and without mining in the controlled area) but perturbed the flow field by placing a borehole connecting the Atoka to the Culebra just north of the waste disposal panels and a borehole connecting the Culebra to the Strawn just south of the controlled area. The borehole locations were selected to coincide with the end points of the fastest flow paths modeled, which represents an unlikely worst-case condition. Although the Atoka is primarily a gas-bearing unit, Wallace (1996a) assumed that the unit is brine saturated. This assumption is conservative because it prevents two-phase flow from occurring in the Culebra, which would decrease the water permeability and thereby increase transport times. It was conservatively assumed that the pressure in the Atoka would not have been depleted by production before the well was plugged and abandoned. Furthermore, it was conservatively assumed that all flow from the Atoka would enter the Culebra and not intermediate or shallower units, and that flow from the Culebra could somehow enter the Strawn despite intermediate zones having higher pressures than the Culebra. The fluid flux through each borehole was determined using Darcys Law, assuming a borehole hydraulic conductivity of 10-4 m/s (for a permeability of about 10(11 m2 [1.1 ( 10(10 ft2]) representing silty sand, a borehole radius of 0.25m (.82 ft), and a fluid pressure in the Culebra of 0.88 MPa (132 psi) at a depth of about 200 m (650 ft). With these parameters, the Atoka was calculated to transmit water to the Culebra at about 1.4 ( 10(5 m3/s (0.22 gallons per minute [gpm]), and the Strawn was calculated to receive water from the Culebra at about 1.5 ( 10(6 m3/s (0.024 gpm). Travel times through the Culebra to the accessible environment were calculated using the SECOFL2D velocity fields for particles released to the Culebra above the waste panels, assuming no retardation by sorption or diffusion into the rock matrix. Mean Darcy velocities were then determined from the distance each radionuclide traveled, the time taken to reach the accessible environment, and the effective Culebra porosity. The results show that, at worst, interconnections between the Culebra and deep units under the unrealistically conservative assumptions listed above could cause less than a twofold increase in the largest mean Darcy velocity expected in the Culebra in the absence of such interconnections. These effects can be compared to the potential effects of climate change on gradients and flow velocities through the Culebra. As discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=164" CCA, Chapter 6.0, Section 6.4.9 (and  HYPERLINK "../../references/Others/Corbet_Knupp_1996_The_Role_of_Regional_Groundwater_Flow_SAND96_2133.pdf" Corbet and Knupp 1996), the maximum effect of a future, wetter climate would be to raise the water table to the ground surface. This would raise heads and gradients in all units above the Salado. For the Culebra, the maximum change in gradient was estimated to be about a factor of 2.1. The effect of climate change is incorporated in compliance calculations through the Climate Index, which is used as a multiplier for Culebra groundwater velocities. The Climate Index has a bimodal distribution, with the range from 1.00 to 1.25 having a 75% probability, and the range from 1.50 to 2.25 having a 25% probability. Because implementation of the Climate Index leads to radionuclide releases through the Culebra that are orders of magnitude lower than the regulatory limits, the effects of flow between the Culebra and deeper units through abandoned boreholes can be screened out on the basis of low consequence. Connections Between the Culebra and Shallower Units Abandoned boreholes could also provide interconnections for long-term fluid flow between shallow units (overlying the Salado). Abandoned boreholes could provide pathways for downward flow of water from the Dewey Lake and/or Magenta to the Culebra because the Culebra hydraulic head is lower than the hydraulic heads of these units. Magenta freshwater heads are as much as 45 m (148 ft) higher than Culebra freshwater heads. Because the Culebra is generally at least one order of magnitude more transmissive than the Magenta at any location, a connection between the Magenta and Culebra would cause proportionally more drawdown in the Magenta head than rise in the Culebra head. For example, for a one-order-of-magnitude difference in transmissivity and a 45-m (148-ft) difference in head, the Magenta head would decrease by approximately 40 m (131 ft) while the Culebra head increased by 5 m (16 ft). This head increase in the Culebra would also be a localized effect, decreasing with radial distance from the leaking borehole. The primary flow direction in the Culebra across the WIPP site is from north to south, with the Culebra head decreasing by approximately 20 m (66 ft) across this distance. A 5-m (16-ft) increase in Culebra head at the northern WIPP boundary would, therefore, increase gradients by at most 25%. The Dewey Lake freshwater head at the WQSP6 pad is 55 m (180 ft) higher than the Culebra freshwater head. Leakage from the Dewey Lake could have a greater effect on Culebra head than leakage from the Magenta if the difference in transmissivity between the Dewey Lake and Culebra observed at the WQSP6 pad, where the Dewey Lake is two orders of magnitude more transmissive than the Culebra ( HYPERLINK "../../references/Others/Beauheim_and_Ruskauff_1998_SAND98_0049_Analysis_of_Hydraulic_Tests.pdf" Beauheim and Ruskauff 1998), persists over a wide region. However, the saturated, highly transmissive zone in the Dewey Lake has only been observed south of the WIPP disposal panels. A connection between the Dewey Lake and the Culebra south of the panels would tend to decrease the north-south gradient in the Culebra across the site, not increase it. In any case, leakage of water from overlying units into the Culebra could not increase Culebra heads and gradients as much as might result from climate change, discussed above. Because implementation of the Climate Index leads to radionuclide releases through the Culebra that are orders of magnitude lower than the regulatory limits, the effects of flow between the Culebra and shallower units through abandoned boreholes can be screened out on the basis of low consequence. Changes in Fluid Density Resulting from Flow Through Abandoned Boreholes Leakage from historical, current, and near-future abandoned boreholes that penetrate pressurized brine pockets in the Castile could give rise to fluid density changes in affected units. Wilmot and Galson ( HYPERLINK "../../references/Others/Wilmot_Galson_1996_Human_Initiated_Brine_Density_Changes_ERMS238748.pdf" 1996) showed that brine density changes in the Culebra resulting from leakage through an abandoned borehole would not have a significant effect on the Culebra flow field. A localized increase in fluid density in the Culebra resulting from leakage from an abandoned borehole would rotate the flow vector towards the downdip direction (towards the east). A comparison of the relative magnitudes of the freshwater head gradient and the gravitational gradient, based on an analysis similar to that presented in  HYPERLINK \l "SCR-5_2_1_6" Section  REF _Ref212794946 \r \h SCR-5.2.1.6 (FEPs H27, H28, and H29), shows that the density effect is of low consequence to the performance of the disposal system. Future Human EPs The EPA provides criteria for analysis of the consequences of future drilling events in  HYPERLINK "40CFR194_33" section 194.33(c). Consistent with these criteria, the DOE assumes that after drilling is complete, the borehole is plugged according to current practice in the Delaware Basin (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=155" CCA, Chapter 6.0, Section 6.4.7.2). Degradation of casing and/or plugs may result in connections for fluid flow and, potentially, contaminant transport between connected hydraulically conductive zones. The long-term consequences of boreholes drilled and abandoned in the future will primarily depend on the location of the borehole and the borehole casing and plugging methods used. Hydraulic Effects of Flow Through Abandoned Boreholes A future borehole that penetrates a Castile brine reservoir could provide a connection for brine flow from the reservoir to the waste panel, thus increasing fluid pressure and brine volume in the waste panel. Long-term natural borehole fluid flow through such a borehole is accounted for in PA calculations (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=160" CCA, Chapter 6.0, Section 6.4.8). Deep, abandoned boreholes that intersect the Salado interbeds near the waste disposal panels could provide pathways for long-term radionuclide transport from the waste panels to the land surface or to overlying units. The potential significance of such events were assessed by the WIPP PA Department (HYPERLINK "../../references/Others/WIPP_PA_1991_Methodology_and_Results_SAND91_0893_1.pdf" \l "page=485"1991, B-26 to B-27), which examined single-phase flow and transport between the waste panels and a borehole intersecting MB 139 outside the DRZ. The analysis assumed an in situ pressure of 11 MPa in MB 139, a borehole pressure of 6.5 MPa (975 psi) (hydrostatic) at MB 139, and a constant pressure of 18 MPa (2,700 psi) as a source term in the waste panels representing gas generation. Also, MB 139 was assigned a permeability of approximately 3 ( 10(20 m2 (3.2 ( 10(19 ft2) and a porosity of 0.01%. The disturbed zone was assumed to exist in MB 139 directly beneath the repository only and was assigned a permeability of 1.0 ( 10(17 m2 (1.1 ( 10(16 ft2) and a porosity of 0.055%. Results showed that the rate of flow through a borehole located just 0.25 m (0.8 ft) outside the DRZ would be more than two orders of magnitude less than the rate of flow through a borehole located within the DRZ because of the contrast in permeability. Thus any releases of radionuclides to the accessible environment through deep boreholes that do not intersect waste panels would be insignificant compared to the releases that would result from transport through boreholes that intersect waste panels. Thus radionuclide transport through deep boreholes that do not intersect waste panels has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Fluid Flow and Radionuclide Transport in the Culebra Fluid flow and radionuclide transport within the Culebra could be affected if future boreholes result in hydraulic connections between the Culebra and either deeper or shallower units. Over the 10,000-yr regulatory period, a large number of deep boreholes could be drilled within and around the controlled area (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=181" CCA, Chapter 6.0, Section 6.4.12.2). The effects on the performance of the disposal system of long-term hydraulic connections between the Culebra and deeper or shallower units would be the same as those discussed above for historic, current, and near-future conditions. Thus the effects of flow between the Culebra and deeper or shallower units through abandoned future boreholes can be screened out on the basis of low consequence. Changes in Fluid Density Resulting from Flow Through Abandoned Boreholes A future borehole that intersects a pressurized brine reservoir in the Castile could also provide a source for brine flow to the Culebra in the event of borehole casing leakage, with a consequent localized increase in fluid density in the Culebra. The effect of such a change in fluid density would be to increase any density-driven component of groundwater flow. If the downdip direction, along which the density-driven component would be directed, is different from the direction of the groundwater pressure gradient, there would be a slight rotation of the flow vector towards the downdip direction. The groundwater modeling presented by Davies ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=66" 1989, p. 50) indicates that a borehole that intersects a pressurized brine pocket and causes a localized increase in fluid density in the Culebra above the waste panels would result in a rotation of the flow vector slightly towards the east. However, the magnitude of this effect would be small in comparison to the magnitude of the pressure gradient (see screening argument for FEPs H27, H28, and H29, HYPERLINK \l "SCR-5_2_1_6"Section  REF _Ref212794946 \r \h SCR-5.2.1.6, where this effect is screened out on the basis of low consequence). FEP Number: H32 FEP Title: Waste-Induced Borehole Flow Screening Decision: SO-R (HCN) DP (Future) Waste-induced flow through boreholes drilled in the near future has been eliminated from PA calculations on regulatory grounds. Waste-Induced Borehole Flow through a future borehole that intersects a waste panel are accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Abandoned boreholes could provide pathways for fluid flow and, potentially, contaminant transport between any intersected zones. For example, such boreholes could provide pathways for vertical flow between transmissive units in the Rustler, or between the Culebra and units below the Salado, which could affect fluid densities, flow rates, and flow directions. Continued resource exploration and production in the near future will result in the occurrence of many more abandoned boreholes in the vicinity of the controlled area. Institutional controls will prevent drilling (other than that associated with the WIPP development) from taking place within the controlled area in the near future. Therefore, no boreholes will intersect the waste disposal region in the near future, and waste-induced borehole flow in the near future has been eliminated from PA calculations on regulatory grounds. Future Human EPs The EPA provides criteria concerning analysis of the consequences of future drilling events in  HYPERLINK "40CFR194_33" section 194.33(c). Consistent with these criteria, the DOE assumes that after drilling is complete, the borehole is plugged according to current practice in the Delaware Basin (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=155" CCA, Chapter 6.0, Section 6.4.7.2). Degradation of casing and/or plugs may result in connections for fluid flow and, potentially, contaminant transport between connected hydraulically conductive zones. The long-term consequences of boreholes drilled and abandoned in the future will primarily depend on the location of the borehole and the borehole casing and plugging methods used. Hydraulic Effects of Flow Through Abandoned Boreholes An abandoned future borehole that intersects a waste panel could provide a connection for contaminant transport away from the repository horizon. If the borehole has degraded casing and/or plugs, and the fluid pressure within the waste panel is sufficient, radionuclides could be transported to the land surface. Additionally, if brine flows through the borehole to overlying units, such as the Culebra, it may carry dissolved and colloidal actinides that can be transported laterally to the accessible environment by natural groundwater flow in the overlying units. Long-term waste-induced borehole flow is accounted for in PA calculations (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "2_1_4_5" Appendix PA2009, Section PA-2.1.4.5). FEP Number: H34 FEP Title: Borehole-Induced Solution and Subsidence Screening Decision: SO-C (HCN) SO-C (Future) The effects of Borehole-Induced Solution and Subsidence associated with existing, near-future, and future abandoned boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Potentially, boreholes could provide pathways for surface-derived water or groundwater to percolate through low-permeability strata and into formations containing soluble minerals. Large-scale dissolution through this mechanism could lead to subsidence and to changes in groundwater flow patterns. Also, fluid flow between hydraulically conductive horizons through a borehole may result in changes in permeability in the affected units through mineral precipitation. Historical, Current, and Near-Future Human EPs Borehole-Induced Solution and Subsidence During the period covered by HCN FEPs, drilling within the land withdrawn for the WIPP will be controlled, and boreholes will be plugged according to existing regulations. Under these circumstances and during this time period, borehole-induced solution and subsidence at WIPP is eliminated from PA calculations on the basis of no consequence to the disposal system. Outside the area withdrawn for the WIPP, drilling has been regulated, but conditions of historical and existing boreholes are highly variable. Borehole-induced solution and subsidence may occur in these areas, although it is expected to be limited and should not affect the disposal system, as discussed in the following paragraphs. Three features are required for significant borehole-induced solution and subsidence to occur: a borehole, an energy gradient to drive unsaturated (with respect to halite) water through the evaporite-bearing formations, and a conduit to allow migration of brine away from the site of dissolution. Without these features, minor amounts of halite might be dissolved in the immediate vicinity of a borehole, but percolating water would become saturated with respect to halite and stagnant in the bottom of the drillhole, preventing further dissolution. At, and in the vicinity of, the WIPP site, drillholes penetrating into, but not through, the evaporite-bearing formations have little potential for dissolution. Brines coming from the Salado and Castile, for example, have high total dissolved solids and are likely to precipitate halite, not dissolve more halite during passage through the borehole. Water infiltrating from the surface or near-surface units may not be saturated with halite. For drillholes with a total depth in halite-bearing formations, there is little potential for dissolution because the halite-bearing units have very low permeability and provide little outlet for the brine created as the infiltrating water fills the drillhole. ERDA-9 is the deepest drillhole in the immediate vicinity of the waste panels at the WIPP; the bottom of the drillhole is in the uppermost Castile, with no known outlet for brine at the bottom. Drillholes penetrating through the evaporite-bearing formations provide possible pathways for circulation of water. Underlying units in the vicinity of the WIPP site with sufficient potentiometric levels or pressures to reach or move upward through the halite units generally have one of two characteristics: (1) high-salinity brines, which limit or eliminate the potential for dissolution of evaporites, or (2) are gas producers. Wood et al. (HYPERLINK "../../references/Others/Wood_et_al_1982_Delaware_Mountain_Group_Hydrology_ERMS241602.pdf"1982) analyzed natural processes of dissolution of the evaporites by water from the underlying Bell Canyon. They concluded that brine removal in the Bell Canyon is slow, limiting the movement of dissolution fronts or the creation of natural collapse features. Existing drillholes that are within the boundaries of the withdrawn land and also penetrate through the evaporites are not located in the immediate vicinity of the waste panels or WIPP workings. There are three examples in the region that appear to demonstrate the process for borehole-induced solution and subsidence, but the geohydrologic setting and drillhole completions differ from those at or near the WIPP. An example of borehole-induced solution and subsidence occurred in 1980 about 160 km (100 mi) southeast of the WIPP site (outside the Delaware Basin) at the Wink Sink ( HYPERLINK "../../references/Others/Report_of_Investigations_114.pdf" Baumgardner etal. 1982;  HYPERLINK "../../references/Others/Johnson_1989_Development_of_the_Wink_Sink.pdf" Johnson 1989), where percolation of shallow groundwater through abandoned boreholes, dissolution of the Salado, and subsidence of overlying units led to a surface collapse feature 110 m (360 ft) in width and 34 m (110 ft) deep. At the Wink Sink, the Salado is underlain by the Tansill, Yates, and Capitan Formations, which contain vugs and solution cavities through which brine could migrate. Also, the hydraulic head of the Santa Rosa (the uppermost aquifer) is greater than those of the deep aquifers (Tansill, Yates, and Capitan), suggesting downward flow if a connection were established. A second sink (Wink Sink 2) formed in May 2002, near the earlier sink ( HYPERLINK "../../references/Others/Johnson_Collins_Seni_2003.pdf" Johnson et al. 2003). Its origin is similar to the earlier sink. By February 2003, Wink Sink 2 had enlarged by surface collapse to a length of about 305 m (1,000 ft) and a width of about 198 m (650 ft). A similar, though smaller, surface collapse occurred in 1998 northwest of Jal, New Mexico ( HYPERLINK "../../references/Others/Powers_2000_Evaporites_Casting_Requirements_Potential_for_Sinkhole_Developments.pdf" Powers 2000). The most likely cause of collapse appears to be dissolution of Rustler, and possibly Salado, halite as relatively low salinity water from the Capitan Reef circulated through breaks in the casing of a deep water supply well. Much of the annulus behind the casing through the evaporite section was uncemented, and work in the well at one time indicated bent and ruptured casing. The surface collapse occurred quickly, and the sink was initially about 23m (75ft) across and a little more than 30 m (100 ft) deep. By 2001, the surface diameter was about 37m (120ft), and the sink was filled with collapse debris to about 18 m (60 ft) below the ground level ( HYPERLINK "../../references/Others/Powers_Evaporites.pdf" Powers, in press). The sinkholes near Wink, Texas and Jal, New Mexico, occurred above the Capitan Reef (which is by definition outside the Delaware Basin), and the low-salinity water and relatively high potentiometric levels of the Capitan Reef appear to be integral parts of the process that formed these sinkholes. They are reviewed as examples of the process of evaporite dissolution and subsidence related to circulation in drillholes. Nevertheless, the factors of significant low salinity water and high potentiometric levels in units below the evaporites do not appear to apply at the WIPP site. Beauheim ( HYPERLINK "../../references/Others/Beauheim_1986_SAND86_1364_Hydraulic_Test_Interpretations.pdf" 1986) considered the direction of natural fluid flow through boreholes in the vicinity of the WIPP. Beauheim ( HYPERLINK "../../references/Others/Beauheim_1986_SAND86_1364_Hydraulic_Test_Interpretations.pdf" \l "page=71" 1986, p. 72) examined hydraulic heads measured using drill stem tests in the Bell Canyon and the Culebra at well DOE-2 and concluded that the direction of flow in a cased borehole open only to the Bell Canyon and the Culebra would be upward. Bell Canyon waters in the vicinity of the WIPP site are saline brines (e.g.,  HYPERLINK "../../references/Others/ERMS504429.pdf" Lambert 1978;  HYPERLINK "../../references/Others/Beauheim_Hassinger_Klaiber_1983_Basic_Data_Report_for_Borehole_Cabin_Baby_1_WTSD_TME_020.pdf" Beauheim et al. 1983;  HYPERLINK "../../references/Others/Mercer_et_al_1987_Basic_Data_Report_for_Drilling_and_Hydrologic_Testing_SAND86_0611.pdf" Mercer et al. 1987), limiting the potential for dissolution of the overlying evaporites. However, dissolution of halite in the Castile and the Salado would increase the relative density of the fluid in an open borehole, causing a reduction in the rate of upward flow. The direction of borehole fluid flow could potentially reverse, but such a flow could be sustained only if sufficient driving pressure, porosity, and permeability exist for fluid to flow laterally within the Bell Canyon. A further potential sink for Salado-derived brine is the Capitan Limestone. However, the subsurface extent of the Capitan Reef is approximately 16 km (10 mi) from the WIPP at its closest point, and this unit will not provide a sink for brine derived from boreholes in the vicinity of the controlled area. A similar screening argument is made for natural deep dissolution in the vicinity of the WIPP (see N16 and N18,  HYPERLINK \l "SCR-4_1_5_1" Section  REF _Ref212797575 \r \h SCR-4.1.5.1 and  HYPERLINK \l "SCR-4_1_5_2" Section  REF _Ref212797576 \r \h SCR-4.1.5.2). The effects of borehole-induced solution and subsidence through a waste panel are considered below. The principal effects of borehole-induced solution and subsidence in the remaining parts of the disposal system should be to change the hydraulic properties of the Culebra and other rocks in the system. The features are local (limited lateral dimensions) and commonly nearly circular. If subsidence occurs along the expected travel path and the transmissivity of the Culebra is increased, as in the calculations conducted by Wallace (1996c), the travel times should increase. If the transmissivity along the expected flow path decreased locally as a result of such a feature, the flow path should be lengthened by travel around the feature. Thus the effects of borehole-induced solution and subsidence around existing abandoned boreholes, and boreholes drilled and abandoned in the near-future, have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs The EPA provides criteria concerning analysis of the consequences of future drilling events in  HYPERLINK "40CFR194_33" section 194.33(c). Consistent with these criteria, the DOE assumes that after drilling is complete the borehole is plugged according to current practice in the Delaware Basin (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_5" Appendix PA-2009, Section PA-2.1.4.5). Degradation of casing and/or plugs may result in connections for fluid flow and, potentially, contaminant transport between connected hydraulically conductive zones. The long-term consequences of boreholes drilled and abandoned in the future will primarily depend on the location of the borehole and the borehole casing and plugging methods used. Borehole-Induced Solution and Subsidence Future boreholes that do not intersect the WIPP excavation do not differ in long-term behavior or consequences from existing boreholes, and can be eliminated from PA on the basis of low consequence to the performance of the disposal system. The condition of more apparent concern is a future borehole that intersects the WIPP excavation. Seals and casings are assumed to degrade, connecting the excavation to various units. For a drillhole intersecting the excavation, but not connecting to a brine reservoir or to formations below the evaporites, downward flow is limited by the open volume of the disposal room(s), which is dependent with time, gas generation, or brine inflow to the disposal system from the Salado. Maximum dissolution, and maximum increase in borehole diameter, will occur at the top of the Salado; dissolution will decrease with depth as the percolating water becomes salt saturated. Eventually, degraded casing and concrete plug products, clays, and other materials will fill the borehole. Long-term flow through a borehole that intersects a waste panel is accounted for in DP calculations by assuming that the borehole is eventually filled by such materials, which have the properties of a silty sand (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_5" Appendix PA-2009, Section PA-2.1.4.5). However, these calculations assume that the borehole diameter does not increase with time. Under the conditions assumed in the CCA for an E2 drilling event at 1,000 years, about 1,000 m3 (35,316 ft3) would be dissolved from the lower Rustler and upper Salado. If the dissolved area is approximately cylindrical or conical around the borehole, and the collapse/subsidence propagates upward as occurred in breccia pipes (e.g.,  HYPERLINK "../../references/Others/Snyder_Gard_1982_Evaluation_of_Breccia_pipes_Open_File_Report_82_968.pdf" Snyder and Gard 1982), the diameter of the collapsed or subsided area through the Culebra and other units would be a few tens of meters across. Changes in hydraulic parameters for this small zone should slow travel times for any hypothesized radionuclide release, as discussed for HCN occurrences. This does not change the argument for low consequence due to borehole-induced solution and subsidence for these circumstances. If a drillhole through a waste panel and into deeper evaporites intercepts a Castile brine reservoir, the brine has little or no capability of dissolving additional halite. The Castile brine flow is considered elsewhere as part of DP. There is, however, no Borehole-Induced Solution and Subsidence under this circumstance, and therefore there is no effect on performance because of this EP. If a borehole intercepts a waste panel and also interconnects with formations below the evaporite section, fluid flow up or down is determined by several conditions and may change over a period of time (e.g., as dissolution increases the fluid density in the borehole). Fluid flow downward is not a concern for performance, as fluid velocities in units such as the Bell Canyon are slow and should not be of concern for performance ( HYPERLINK "../../references/Others/Wilson_et_al_1996_Conceptual_Models_Supplementary_Peer_Review_Report_ERMS243153.pdf" Wilson et al., 1996). As with boreholes considered for HCN, the local change in hydraulic parameters, if it occurs along the expected flow path, would be expected to cause little change in travel time and should increase the travel time. In summary, the effects of borehole-induced solution and subsidence around future abandoned boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: H35 FEP Title: Borehole-Induced Mineralization Screening Decision: SO-C (HCN) SO-C (Future) The effects of Borehole-Induced Mineralization, associated with existing, near-future, and future abandoned boreholes, have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Abandoned boreholes could provide pathways for fluid flow and, potentially, contaminant transport between any intersected zones. For example, such boreholes could provide pathways for vertical flow between transmissive units in the Rustler, or between the Culebra and units below the Salado, which could affect fluid densities, flow rates, and flow directions. Movement of fluids through abandoned boreholes could result in borehole-induced geochemical changes in the receiving units, such as the Salado interbeds or Culebra, and thus alter radionuclide migration rates in these units. Potentially, boreholes could provide pathways for surface-derived water or groundwater to percolate through low-permeability strata and into formations containing soluble minerals. Large-scale dissolution through this mechanism could lead to subsidence and to changes in groundwater flow patterns. Also, fluid flow between hydraulically conductive horizons through a borehole may result in changes in permeability in the affected units through mineral precipitation. Borehole-Induced Mineralization Fluid flow between hydraulically conductive horizons through a borehole may result in changes in permeability in the affected units through mineral precipitation. For example: Limited calcite precipitation may occur as the waters mix in the Culebra immediately surrounding the borehole, and calcite dissolution may occur as the brines migrate away from the borehole as a result of variations in water chemistry along the flow path. Gypsum may be dissolved as the waters mix in the Culebra immediately surrounding the borehole but may precipitate as the waters migrate through the Culebra. The effects of these mass transfer processes on groundwater flow depend on the original permeability structure of the Culebra rocks and the location of the mass transfer. The volumes of minerals that may precipitate or dissolve in the Culebra as a result of the injection of Castile or Salado brine through a borehole will not affect the existing spatial variability in the permeability field significantly. Predicted radionuclide transport rates in the Culebra assume that the dolomite matrix is diffusively accessed by the contaminants. The possible inhibition of matrix diffusion by secondary mineral precipitation on fracture walls as a result of mixing between brines and Culebra porewater was addressed by Wang ( HYPERLINK "../../references/Others/Wang_to_Siegel_1998_August_8_On_the_Matrix_Pore_Plugging_Issue_ERMS421858.pdf" 1998). Wang showed that the volume of secondary minerals precipitated because of this mechanism was too small to significantly affect matrix porosity and accessibility. Consequently, the effects of borehole-induced mineralization on permeability and groundwater flow within the Culebra, as a result of brines introduced via any existing abandoned boreholes and boreholes drilled and abandoned in the near future, have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs The EPA provides criteria concerning analysis of the consequences of future drilling events in  HYPERLINK "40CFR194_33" section 194.33(c). Consistent with these criteria, the DOE assumes that after drilling is complete the borehole is plugged according to current practice in the Delaware Basin (see HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_5"Appendix PA-2009, Section PA-2.1.4.5). Degradation of casing and/or plugs may result in connections for fluid flow and, potentially, contaminant transport between connected hydraulically conductive zones. The long-term consequences of boreholes drilled and abandoned in the future will primarily depend on the location of the borehole and the borehole casing and plugging methods used. Borehole-Induced Mineralization Fluid flow between hydraulically conductive horizons through a future borehole may result in changes in permeability in the affected units through mineral precipitation. However, the effects of mineral precipitation as a result of flow through a future borehole in the controlled area will be similar to the effects of mineral precipitation as a result of flow through an existing or near-future borehole (see FEP H32,  HYPERLINK \l "SCR-5_2_1_10" Section  REF _Ref212797842 \r \h SCR-5.2.1.10). Thus borehole-induced mineralization associated with flow through a future borehole has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: H36 FEP Title: Borehole-Induced Geochemical Changes Screening Decision: UP (HCN) DP (Future) SO-C for units other than the Culebra Geochemical changes that occur inside the controlled area as a result of long-term flow associated with HCN and future abandoned boreholes are accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Abandoned boreholes could provide pathways for fluid flow and, potentially, contaminant transport between any intersected zones. For example, such boreholes could provide pathways for vertical flow between transmissive units in the Rustler, or between the Culebra and units below the Salado, which could affect fluid densities, flow rates, and flow directions. Movement of fluids through abandoned boreholes could result in borehole-induced geochemical changes in the receiving units such as the Salado interbeds or Culebra, and thus alter radionuclide migration rates in these units. Geochemical Effects of Borehole Flow Movement of fluids through abandoned boreholes could result in borehole-induced geochemical changes in the receiving units such as the Salado interbeds or Culebra. Such geochemical changes could alter radionuclide migration rates within the disposal system in the affected units if they occur sufficiently close to the edge of the controlled area, or if they occur as a result of flow through existing boreholes within the controlled area through their effects on colloid transport and sorption. The contents of the waste disposal panels provide the main source of colloids in the disposal system. Thus, consistent with the discussion in  HYPERLINK \l "SCR-5_2_1_4" Section  REF _Ref211665209 \r \h SCR-5.2.1.4 (Borehole-Induced Geochemical Changes [H24]), colloid transport as a result of flow through existing and near-future abandoned boreholes has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in H24, sorption within the Culebra is accounted for in PA calculations. The sorption model used accounts for the effects of changes in sorption in the Culebra as a result of flow through existing and near-future abandoned boreholes. Consistent with the screening discussion in Section  REF _Ref211665209 \r \h SCR-5.2.1.4, the effects of changes in sorption in the Dewey Lake inside the controlled area as a result of flow through existing and near-future abandoned boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Future Human EPs The EPA provides criteria concerning analysis of the consequences of future drilling events in  HYPERLINK "40CFR194_33" section 194.33(c). Consistent with these criteria, the DOE assumes that after drilling is complete the borehole is plugged according to current practice in the Delaware Basin (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_5" Appendix PA-2009, Section PA-2.1.4.5). Degradation of casing and/or plugs may result in connections for fluid flow and, potentially, contaminant transport between connected hydraulically conductive zones. The long-term consequences of boreholes drilled and abandoned in the future will primarily depend on the location of the borehole and the borehole casing and plugging methods used. Geochemical Effects of Flow Through Abandoned Boreholes Movement of fluids through abandoned boreholes could result in borehole-induced geochemical changes in the receiving units, such as the Salado interbeds or Culebra. Such geochemical changes could alter radionuclide migration rates within the disposal system in the affected units through their effects on colloid transport and sorption. The waste disposal panels provide the main source of colloids in the disposal system. Colloid transport within the Culebra as a result of long-term flow associated with future abandoned boreholes that intersect the waste disposal region are accounted for in PA calculations, as described in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=109" CCA, Chapter 6.0, Section 6.4.3.6 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=130" Section 6.4.6.2.1. Consistent with the discussion in  HYPERLINK \l "SCR-5_2_1_4" Section  REF _Ref211665209 \r \h SCR-5.2.1.4, colloid transport as a result of flow through future abandoned boreholes that do not intersect the waste disposal region has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The Culebra is the most transmissive unit in the disposal system and it is the most likely unit through which significant radionuclide transport could occur. Therefore, colloid transport in units other than the Culebra, as a result of flow through future abandoned boreholes, has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. As discussed in Section  REF _Ref211665209 \r \h SCR-5.2.1.4, sorption within the Culebra is accounted for in PA calculations. The sorption model accounts for the effects of changes in sorption in the Culebra as a result of flow through future abandoned boreholes. Consistent with the screening discussion in Section  REF _Ref211665209 \r \h SCR-5.2.1.4, the effects of changes in sorption in the Dewey Lake within the controlled area as a result of flow through future abandoned boreholes have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Sorption within other geological units of the disposal system has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Excavation-Induced Flow FEP Number: H37 FEP Title: Changes in Groundwater Flow Due to Mining Screening Decision: UP (HCN) DP (Future) Changes in Groundwater Flow due to Mining (HCN and future) are accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Excavation activities may result in hydrological disturbances of the disposal system. Subsidence associated with excavations may affect groundwater flow patterns through increased hydraulic conductivity within and between units. Fluid flow associated with excavation activities may also result in changes in brine density and geochemistry in the disposal system. Historical, Current, and Near-Future Human EPs Currently, potash mining is the only excavation activity currently taking place in the vicinity of the WIPP that could affect hydrogeological or geochemical conditions in the disposal system. Potash is mined in the region east of Carlsbad and up to 5 km (3.1 mi) from the boundaries of the controlled area. Mining of the McNutt Potash Zone in the Salado is expected to continue in the vicinity of the WIPP (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1): the DOE assumes that all economically recoverable potash in the vicinity of the WIPP (outside the controlled area) will be extracted in the near future. Hydrogeological Effects of Mining Potash mining in the Delaware Basin typically involves constructing vertical shafts to the elevation of the ore zone and then extracting the minerals in an excavation that follows the trend of the ore body. Potash has been extracted using conventional room-and-pillar mining, secondary mining where pillars are removed, and modified long-wall mining methods. Mining techniques used include drilling and blasting (used for mining langbeinite) and continuous mining (commonly used for mining sylvite). The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=38"Westinghouse 1994, pp. 2-17 to 2-19) reported investigations of subsidence associated with potash mining operations located near the WIPP. The reported maximum total subsidence at potash mines is about 1.5 m (5 ft), representing up to 66% of initial excavation height, with an observed angle of draw from the vertical at the edge of the excavation of 58 degrees. The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=43"Westinghouse 1994 pp. 2-22 to 2-23) found no evidence that subsidence over local potash mines had caused fracturing sufficient to connect the mining horizon to water-bearing units or the surface. However, subsidence and fracturing associated with mining in the McNutt in the vicinity of the WIPP may allow increased recharge to the Rustler units and affect the lateral hydraulic conductivity of overlying units, such as the Culebra, which could influence the direction and magnitude of fluid flow within the disposal system. Such changes in groundwater flow due to mining are accounted for in calculations of UP of the disposal system. The effects of any increased recharge that may be occurring are, in effect, included by using heads measured in 2000 (which should reflect that recharge) to calibrate Culebra transmissivity fields (T fields) and calculate transport through those fields ( HYPERLINK "../../references/Others/Beauheim_2002_Analysis_Plan_for_the_Evaluation_of_the_Effects_of_Head_Changes_ERMS524785.pdf" Beauheim 2002). Changes (increases) in Culebra transmissivity are incorporated directly in the modeling of flow and transport in the Culebra (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=135" CCA, Chapter 6.0, Section 6.4.6.2.3). Potash mining, and the associated processing outside the controlled area, have changed fluid densities within the Culebra, as demonstrated by the areas of higher densities around boreholes WIPP-27 and WIPP-29 ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=59" Davies 1989, p. 43). Transient groundwater flow calculations ( HYPERLINK "../../references/Others/Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf" \l "page=101" Davies 1989, pp. 7781) show that brine density variations to the west of the WIPP site caused by historical and current potash processing operations will not persist because the rate of groundwater flow in this area is fast enough to flush the high-density groundwaters to the Pecos River. These calculations also show that accounting for the existing brine density variations in the region east of the WIPP site, where hydraulic conductivities are low, would have little effect on the direction or rate of groundwater flow. Therefore, changes in fluid densities from historical and current human EPs have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The distribution of existing leases and potash grades suggests that near-future mining will take place to the north, west, and south of the controlled area (see the  HYPERLINK "../../references/CCA/Appendix_DEL.pdf" CCA, Appendix DEL). A localized increase in fluid density in the Culebra, in the mined region or elsewhere outside the controlled area, would rotate the flow vector towards the downdip direction (towards the east). A comparison of the relative magnitudes of the pressure gradient and the density gradient (based on an analysis identical to that presented for fluid leakage to the Culebra through boreholes) shows that the density effect is of low consequence to the performance of the disposal system. Future Human EPs Consistent with  HYPERLINK "40CFR194_32" section 194.32(b), consideration of future mining may be limited to potash mining within the disposal system. Within the controlled area, the McNutt provides the only potash of appropriate quality. The extent of possible future potash mining within the controlled area is discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1. Criteria concerning the consequence modeling of future mining are provided in section 194.32(b): the effects of future mining may be limited to changes in the hydraulic conductivity of the hydrogeologic units of the disposal system. Thus, consistent with section 194.32(b), changes in groundwater flow due to mining within the controlled area are accounted for in calculations of the DP of the disposal system (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=135" CCA, Chapter 6.0, Section 6.4.6.2.3). FEP Number: H38 FEP Title: Changes in Geochemistry Due to Mining Screening Decision: SO-C (HCN) SO-R (Future) Changes in Geochemistry due to Mining (HCN) have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Changes in Geochemistry due to Mining have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument Historical, Current, and Near-Future Human EPs Potash mining is the only excavation activity currently taking place in the vicinity of the WIPP that could affect hydrogeological or geochemical conditions in the disposal system. Potash is mined in the region east of Carlsbad and up to 5 km (1.5 mi) from the boundaries of the controlled area. Mining of the McNutt in the Salado is expected to continue in the vicinity of the WIPP (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1): the DOE assumes that all economically recoverable potash in the vicinity of the WIPP (outside the controlled area) will be extracted in the near future. Geochemical Effects of Mining Fluid flow associated with excavation activities may result in geochemical disturbances of the disposal system. Some waters from the Culebra reflect the influence of current potash mining, having elevated potassium to sodium ratios. However, potash mining has had no significant effect on the geochemical characteristics of the disposal system. Solution mining, which involves the injection of freshwater to dissolve the ore body, can be used for extracting sylvite. The impact on the WIPP of neighboring potash mines was examined in greater detail by DAppolonia (HYPERLINK "../../references/Others/D_Appolonia_Consulting_Engineers_Inc_1982_Natural_Resources_Study_NM78_648_813A.pdf"1982). DAppolonia noted that attempts to solution mine sylvite in the Delaware Basin failed because of low ore grade, thinness of the ore beds, and problems with heating and pumping injection water. See discussion in  HYPERLINK \l "SCR-5_1_2_1" Section  REF _Ref212795616 \r \h SCR-5.1.2.1 (Conventional Underground Potash Mining [H13]). Thus changes in geochemistry due to mining (HCN) have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs Consistent with  HYPERLINK "40CFR194_32" section 194.32(b), consideration of future mining may be limited to potash mining within the disposal system. Within the controlled area, the McNutt provides the only potash of appropriate quality. The extent of possible future potash mining within the controlled area is discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=146" CCA, Chapter 2.0, Section 2.3.1.1. Criteria concerning the consequence modeling of future mining are provided in section 194.32(b): the effects of future mining may be limited to changes in the hydraulic conductivity of the hydrogeologic units of the disposal system. Thus, consistent with section 194.32(b), changes in groundwater flow as a result of mining within the controlled area are accounted for in calculations of the DP of the disposal system (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=135" CCA, Chapter 6.0, Section 6.4.6.2.3). Other potential effects, such as changes in geochemistry due to mining, have been eliminated from PA calculations on regulatory grounds. FEP Number H58 FEP Title: Solution Mining for Potash Screening Decision: SO-R (HCN) SO-R (Future) HCN and future Solution Mining for Potash has been eliminated from PA calculations on regulatory grounds. HCN and future solution mining for other resources has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information Plans for the development of a potash solution mine in the region continue, although the solution process has not begun; the project remains in the permitting and planning stage. The project lies outside the Delaware Basin, but the DOE maintains communication with the leaseholder and the U.S. Bureau of Land Management to monitor project status. Screening Argument Currently, no solution mining for potash occurs in the CPD. The prospect of using solution-mining techniques for extracting potash has been identified in the region, but has not been implemented. A pilot plant for secondary solution mining of sylvite in the Clayton Basin, just north of the Delaware Basin was permitted, and concept planning took place during the mid-1990s and was noted by the EPA in their Response to Comments to the CCA ( HYPERLINK "../../references/Others/EPA_1998_May_Response_to_Comments_Docket_A_93_02.pdf" U.S. Environmental Agency 1998c). Continued progress has been made towards initiating this project, but as of the submittal of this recertification application, the project has not begun. The project intends to solution mine sylvite from retired underground mine workings at the old Potash Corporation of America lease. To date, discharge permits have been filed with the State of New Mexico, but are pending. Therefore, it is premature to consider this an operational solution mining activity. More importantly, the proposed site is outside the Delaware Basin. The potash reserves evaluated by Griswold and Griswold ( HYPERLINK "../../references/Others/Griswold_Griswold_1999.pdf" 1999) and New Mexico Bureau of Mines and Mineral Resources ( HYPERLINK "../../references/Others/NM_Bureau_of_Mines_and_Mineral_Resources_1995_Final_Report_Evaluation_of_Mineral_Resources_ERMS239149.pdf" 1995) at the WIPP are of economic importance in only two ore zones; the 4th and the 10th contain two minerals of economic importance, langbeinite and sylvite. The ore in the 10th ore zone is primarily sylvite with some langbeinite and the ore in the 4th zone is langbeinite with some sylvite. Langbeinite falls between gypsum and polyhalite in solubility and dissolves at a rate 1000 times slower than sylvite (HYPERLINK "../../references/Others/Heyn_1997_Potash_Solution_Mining_ERMS530221.pdf"Heyn 1997). Halite, the predominate gangue mineral present, is much more soluble than the langbeinite. Because of the insolubility of langbeinite, sylvite is the only potash ore in the WIPP vicinity that could be mined using a solution mining process. Mining for sylvite by solutioning would cause the langbeinite to be lost because conventional mining could not be done in conjunction with a solution mining process. Communiqus with IMC Global (HYPERLINK "../../references/Others/Heyn_1997_Potash_Solution_Mining_ERMS530221.pdf"Heyn 1997, HYPERLINK "../../references/Others/Prichard_to_Martell_2003_April_6_Potash_Solution_Mining_ERMS527629.pdf"Prichard 2003) indicate that rock temperature is critical to the success of a solution-mining endeavor. IMC Globals solution mines in Michigan and Saskatchewan are at depths of around 914 m (3,000 ft) or greater, at which rock temperatures are higher. The ore zones at the WIPP are shallow, at depths of 457 to 549 m (1,500 to 1,800 ft), with fairly cool rock temperatures. Prichard (2003) states that solution mining is energy intensive and the cool temperature of the rock would add to the energy costs. In addition, variable concentrations of confounding minerals (such as kainite and leonite) will cause problems with the brine chemistry. Typically, solution mining is used for potash When deposits are at depths in excess of 914 m (3,000 ft) and rock temperatures are high, or are geologically too complex to mine profitably using conventional underground mining techniques To recover the potash pillars at the end of a mines life When a mine is unintentionally flooded with waters from underlying or overlying rock strata and conventional mining is no longer feasible Douglas W. Heyn (chief chemist of IMC Kalium) provided written testimony to the EPA related to the Agencys rulemaking activities on the CCA. Heyn concluded that the rational choice for extracting WIPP potash ore reserves would be by conventional room and pillar mechanical means (Heyn 1997). It is the opinion of IMC Global that no company will ever attempt solution mining of the ores in or near the WIPP (Heyn 1997, Prichard 2003). The impact on the WIPP of neighboring potash mines and the possible effects of solution mining for potash or other evaporite minerals were examined in detail by DAppolonia (HYPERLINK "../../references/Others/D_Appolonia_Consulting_Engineers_Inc_1982_Natural_Resources_Study_NM78_648_813A.pdf"1982). According to DAppolonia (1982), and in agreement with Heyn (1997) of IMC Global, Inc., solution mining of langbeinite is not technically feasible because the ore is less soluble than the surrounding evaporite minerals. Solution mining of sylvite was unsuccessfully attempted in the past by the Potash Company of America and Continental Potash. Both ore bodies are currently owned by Mississippi Chemical. Failure of solution mining was attributed to low ore grade, thinness of the ore beds, and problems with heating and pumping injection water. Unavailability of water in the area would also impede implementation of this technique. For these reasons, solution mining is not currently used in the CPD. Serious technical and economic obstacles exist that render solution mining for potash very unlikely in the vicinity of the WIPP. Expectedly, no operational example of this technology exists in the CPD; that is, solution mining for potash in not considered a current practice in the area. For this reason, consideration of solution mining on the disposal system in the future may be excluded on regulatory grounds. For example, the EPA stated in their Response to Comments, Section 8, Issue GG (HYPERLINK "../../references/Others/EPA_1998_May_Response_to_Comments_Docket_A_93_02.pdf" \l "page=608"EPA 1998c): However, the Agency emphasizes that, in accordance with the WIPP compliance criteria, solution mining does not need to be included in the PA. As previously discussed, potash solution mining is not an ongoing activity in the Delaware Basin.  HYPERLINK "40CFR194_32" Section 194.32(b) of the rule limits assessment of mining effects to excavation mining. Thus the solution mining scenarios proposed are excluded on regulatory grounds after repository closure. Prior to or soon after disposal, solution mining is an activity that could be considered under Section 194.32(c). However, DOE found that potash solution mining is not an ongoing activity in the Delaware Basin; and one pilot project examining solution mining in the Basin is not substantive evidence that such mining is expected to occur in the near future. (Even if mining were assumed to occur in the near future, the proposed scenarios would not be possible because, even though solution mining might occur, there would be no intruding borehole to provide a pathway into the repository: active institutional controls would preclude such drilling during the first 100 years after disposal.) Furthermore,  HYPERLINK "40CFR194_33" Section 194.33(d) states that PA need not analyze the effects of techniques used for resource recovery (e.g. solution mining) after a borehole is drilled in the future. No new data or information have become available that compromise, reduce, or invalidate the projects position on whether solution mining for potash should be included in the PA calculations. Therefore, conventional mining activities will continue to be incorporated into the WIPP PA as directed by the EPA CAG ( HYPERLINK "../../references/Others/EPA_1998_TSD_194_32_Scope_of_Performance_Assessments.pdf" U.S. Environmental Protection Agency 1996b). It remains to be seen if a viable potash solution mining project (or others like it) ever progress beyond the planning phase. Construction of a facility for solution mining is an expensive undertaking, and its use as a final recovery method implies that marginal (residual) ore quantities are available. Because the CPD mines are in their mature (declining) stages of production, the significant financing required for a solution mining facility may not become available. Nonetheless, at the time of this FEP reassessment, this technology is not being employed. Therefore, a screening based on the future states assumption at  HYPERLINK "40CFR194_25" section 194.25(a) is appropriate for this mining technique. Further, the proposed site is outside the Delaware Basin, making it outside the scope of consideration. FEP Number: H59 FEP Title: Solution Mining for Other Resources Screening Decision: SO-C (HCN) SO-C (Future) HCN and future Solution Mining for Other Resources have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information Brine well information provided in  HYPERLINK \l "Table_SCR-3"  REF _Ref207934857 \h Table SCR-3 has been updated based on new information from the Delaware Basin Monitoring Program ( HYPERLINK "../../references/Others/DOE_Delaware_Basin_Annual_Report_07_2308.pdf" U.S. Department of Energy 2007b). Since the CRA-2004, active brine wells have increased from 11 to 12 wells. Screening Argument Brine wells (solution mining for brine) exist within the Delaware Basin, although none within the vicinity of the WIPP. Sulfur extraction using the Frasch process began in 1969 and continued for three decades at the Culberson County Rustler Springs mine near Orla, Texas. Solution mining for the purposes of creating a storage cavity has not occurred within the New Mexico portion of the Delaware Basin. Solution Mining for Brine Oil and gas reserves in the Delaware Basin are located in structures within the Delaware Mountain Group and lower stratigraphic units. Boreholes drilled to reach these horizons pass through the Salado and Castile that comprise thick halite and other evaporite units. To avoid dissolution of the halite units during drilling and prior to casing of the borehole, the fluid used for lubrication, rotating the drilling-bit cutters, and transporting cuttings (drilling mud) must be saturated with respect to halite. Most oil- and gas-field drilling operations in the Delaware Basin therefore use saturated brine (10 to 10.5 pounds per gallon [lb/gal]) as a drilling fluid until reaching the Bell Canyon, where intermediate casing is set. One method of providing saturated brine for drilling operations is solution mining, whereby fresh water is pumped into the Salado, allowed to reach saturation with respect to halite, and then recovered. This manufactured brine is then transported to the drilling site by water tanker. Two principal techniques are used for solution mining: single-borehole operations and doublet or two-borehole operations. Table SCR- SEQ Table_SCR- \* ARABIC 3. Delaware Basin Brine Well StatusCountyLocationAPI No.Well Name and No.OperatorStatusEddy22S-26E-363001521842City of Carlsbad #WS-1Key Energy ServicesBrine WellEddy22S-27E-033001520331Tracy #3Ray WestallPlugged Brine WellEddy22S-27E-173001522574Eugenie #WS-1I & W IncBrine WellEddy22S-27E-173001523031Eugenie #WS-2I & W IncPlugged Brine WellEddy22S-27E-233001528083Dunaway #1Mesquite SWD, Inc.Brine WellLovingBlk 29-034230110142Lineberry Brine Station #1Chance PropertiesBrine WellLovingBlk 01-824230130680Chapman Ford #BR1Herricks & Son Co.Plugged Brine WellLovingBlk 33-804230180318Mentone Brine Station #1DBasic Energy ServicesBrine WellLovingBlk 29-284230180319East Mentone Brine Station #1Permian Brine Sales, Inc.Plugged Brine WellLovingBlk 01-834230180320North Mentone #1Chance PropertiesBrine WellReevesBlk 56-304238900408Orla Brine Station #1DMesquite SWD Inc.Brine WellReevesBlk 04-084238920100North Pecos Brine Station #WD-1Chance PropertiesBrine WellReevesBlk 07-214238980476Coyanosa Brine Station #1Chance PropertiesBrine WellWardBlk 17-204247531742Pyote Brine Station #WD-1Chance PropertiesBrine WellWardBlk 01-134247534514Quito West Unit #207Seaboard Oil Co.Brine WellWardBlk 34-1744247582265Barstow Brine Station #1Chance PropertiesBrine Well In single-borehole operations, a borehole is drilled into the upper part of the halite unit. After casing and cementing this portion of the borehole, the borehole is extended, uncased, into the halite formation. An inner pipe is installed from the surface to the base of this uncased portion of the borehole. During operation, fresh water is pumped down the annulus of the borehole. This dissolves halite over the uncased portion of the borehole, and saturated brine is forced up the inner tube to the surface. In doublet operations, a pair of boreholes are drilled, cased, and cemented into the upper part of the halite unit. The base of the production well is set some feet below the base of the injection well. In the absence of natural fractures or other connections between the boreholes, hydrofracturing is used to induce fractures around the injection well. During operation, fresh water is pumped down the injection well. This initially dissolves halite from the walls of the fractures and the resulting brine is then pumped from the production well. After a period of operation a cavity develops between the boreholes as the halite between fractures is removed. Because of its lower density, fresh water injected into this cavity will rise to the top and dissolve halite from the roof of the cavity. As the brine density increases it sinks within the cavern and saturated brine is extracted from the production well. Current Brine Wells within the Delaware Basin Brine wells are classified as Class II injection wells. In the Delaware Basin, the process includes injecting fresh water into a salt formation to create a saturated brine solution which is then extracted and utilized as a drilling agent. These wells are tracked by the DBDSP on a continuing basis. Supplemental information provided to the EPA in 1997 showed 11 brine wells in the Delaware Basin. Since that time, additional information has shown that there are 16 brine wells within the Delaware basin, of which 4 are plugged and abandoned. This results in 12 currently active brine wells.  HYPERLINK \l "Table_SCR-3"  REF _Ref207934857 \h Table SCR-3 provides information on these wells. While these wells are within the Delaware Basin, none are within the vicinity of the WIPP. The nearest brine well to the WIPP is the Eugenie #WS-1, located within the city limits of Carlsbad, New Mexico. This well is approximately 48 km (30 mi) from the WIPP site. Solution Mining for Other Minerals Currently, there are no ongoing solution mining activities within the vicinity of the WIPP. The Rustler Springs sulfur mine located in Culberson County, Texas, began operations in 1969 and continued until it was officially closed in 1999. This mine used the Frasch process (superheated water injection) to extract molten sulfur ( HYPERLINK "../../references/Others/ERMS530223.pdf" Cunningham 1999). Solution Mining for Gas Storage No gas storage cavities have been solution mined within the New Mexico portion of the Delaware Basin. Five gas storage facilities exist within the general vicinity of the WIPP; however, only one is within the Delaware basin. This one New Mexico Delaware Basin facility uses a depleted gas reservoir for storage and containment; it was not solution mined (see the  HYPERLINK "../../references/CRA-2004/Appendix_DATA_Attachment_A.pdf" \l "page=16" CRA-2004, Appendix DATA, Attachment A, Section DATA-A-5.4). Solution Mining for Disposal Solution mining can be used to create a disposal cavity in bedded salt. Such disposal cavities can be used for the disposal of naturally occurring radioactive material or other wastes. No such cavities have been mined or operated within the vicinity of the WIPP. Effects of Solution Mining Subsidence Regardless of whether the single-borehole or two-borehole technique is used for solution mining, the result is a subsurface cavity which could collapse and lead to subsidence of overlying strata. Gray (HYPERLINK "../../references/Others/Gray_to_Price_1991_September_25_Carlsbad_Brine_ERMS549576.pdf"1991) quoted earlier analyses that show cavity stability is relatively high if the cavity has at least 15 m (50 ft) of overburden per million cubic feet of cavity volume (26.9 m per 50,000m3). There are two studies discussed below on the size of solution-mining cavities in the Carlsbad, New Mexico region. These studies concern the Carlsbad Eugenie Brine Wells and the Carlsbad Brine Well and show that neither of these cavities are currently close to this critical ratio, but that subsidence in the future, given continued brine extraction, is a possibility. Hickerson ( HYPERLINK "../../references/Others/Hickerson_to_Pierce_1991_April_12.pdf" 1991) considered the potential for subsidence resulting from operation of the Carlsbad Eugenie Brine wells, where fresh water is injected into a salt section at a depth of 178m (583 ft) and brine is recovered through a borehole at a depth of 179 m (587 ft). The boreholes are 100 m (327 ft) apart. Hickerson noted that the fresh water, being less dense than brine, tends to move upwards, causing the dissolution cavern to grow preferentially upwards. Thus the dissolution cavern at the Carlsbad Eugenie Brine wells is approximately triangular in cross-section, being bounded by the top of the salt section and larger near the injection well. Hickerson estimated that brine production from 1979 until 1991 had created a cavern of about 9.6 ( 104 m3 (3.4 ( 106 ft3). The size of this cavern was estimated as 107 m (350 ft) by 47 m (153 ft) at the upper surface of the cavern with a depth of 39 m (127 ft). Gray (1991) investigated the potential for collapse and subsidence at the Carlsbad Brine Well. Based on estimated production rates between 1976 and 1991, approximately 9.6 ( 104 m3 (3.4 ( 106 ft3) of salt has been dissolved at this site. The well depth is 216 m (710 ft), and thus there are about 64 m (210 ft) of overburden per million cubic feet of capacity (112 m of overburden per 50,000 m3 of capacity). Gray (1991) also estimated the time required for the cavity at the Carlsbad Brine Well to reach the critical ratio. At an average cavity growth rate of 6.4 ( 103 m3 per year (2.25 ( 105 ft3 per year), a further 50 years of operation would be required before cavity stability was reduced to levels of concern. A similar calculation for the Carlsbad Eugenie Brine well, based on an overburden of 140 m (460 ft) and an estimated average cavity growth rate of 7.9 ( 103 m3 per year (2.8 ( 105 ft3 per year), shows that a further 15 years of operation is required before the cavity reaches the critical ratio. Hydrogeological Effects In regions where solution mining takes place, the hydrogeology could be affected in a number ways: Subsidence above a large dissolution cavity could change the vertical and lateral hydraulic conductivity of overlying units. Extraction of fresh water from aquifers for solution mining could cause local changes in pressure gradients. Loss of injected fresh water or extracted brine to overlying units could cause local changes in pressure gradients. The potential for subsidence to take place above solution mining operations in the region of Carlsbad, New Mexico is discussed above. Some subsidence could occur in the future if brine operations continue at existing wells. Resulting fracturing may change permeabilities locally in overlying formations. However, because of the restricted scale of the solution mining at a particular site, and the distances between such wells, such fracturing will have no significant effect on hydrogeology near the WIPP. Solution mining operations in the Delaware Basin extract water from shallow aquifers so that, even if large drawdowns are permitted, the effects on the hydrogeology will be limited to a relatively small area around the operation. Since all the active operations are more than 32 km (20 mi) from the WIPP, there will be no significant effects on the hydrogeology near the WIPP. Discharge plans for solution mining operations typically include provision for annual mechanical integrity tests at one and one-half the normal operating pressure for four hours (HYPERLINK "../../references/Others/New_Mexico_Oil_Conservation_Division_Approval_of_Discharge_Plan_BW26_Salado_Brine.PDF"New Mexico Oil Conservation Division 1994). Thus the potential for loss of integrity and consequent leakage of freshwater or brine to overlying formations is low. If, despite these annual tests, large water losses did take place from either injection or production wells, the result would be low brine yields and remedial actions would most likely be taken by the operators. Geochemical Effects Solution mining operations could affect the geochemistry of surface or subsurface water near the operation if there were brine leakage from storage tanks or production wells. Discharge plans for solution mining operations specify the measures to be taken to prevent leakage and to mitigate the effects of any that do take place. These measures include berms around tanks and annual mechanical integrity testing of wells ( HYPERLINK "New_Mexico_Oil_Conservation_Division_Approval_of_Discharge_Plan_BW26_Salado_Brine.PDF" OCD 1994). The potential for changes in geochemistry is therefore low, and any brine losses that did take place would be limited by remedial actions taken by the operator. In the event of leakage from a production well, the effect on geochemistry of overlying formation waters would be localized and, given the distance of such wells from the WIPP site, such leakage would have no significant effect on geochemistry near the WIPP. Conclusion of Low Consequence Brine production through solution mining takes place in the Delaware Basin, and the DOE assumes it will continue in the near future. Because of the existence of these solution operations, it is not possible to screen this activity based on the provisions of  HYPERLINK "40CFR194_25" section 194.25(a). However, despite oil and gas exploration and production taking place in the vicinity of the WIPP site, the nearest operating solution mine is more than 32 km (20 mi) from the WIPP site. These locations are too far from the WIPP site for any changes in hydrogeology or geochemistry, from subsidence or fresh water or brine leakage, to affect the performance of the disposal system. Thus the effects of HCN and future solution mining for other resources in the Delaware Basin can be eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Explosion-Induced Flow FEP Number: H39 FEPs Title: Changes in Groundwater Flow Due to Explosions Screening Decision: SO-C (HCN) SO-R (Future) Changes in Groundwater Flow due to Explosions (HCN) have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Changes in groundwater flow that may be caused by future explosions have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument Historical, Current, and Near-Future Human EPs The small-scale explosions that have been used in the Delaware Basin to fracture oil- and natural-gas-bearing units to enhance resource recovery have been too deep to have disturbed the hydrology of the disposal system (see FEP H19,  HYPERLINK \l "SCR-5_1_3_1" Section  REF _Ref212798674 \r \h SCR-5.1.3.1). Also, as discussed in  HYPERLINK \l "SCR-5_1_3_2" Section  REF _Ref212798699 \r \h SCR-5.1.3.2 (Underground Nuclear Device Testing [H20]), the Delaware Basin has been used for an isolated nuclear test (Project Gnome), approximately 13 km (8 mi) southwest of the WIPP waste disposal region. An induced zone of increased permeability was observed to extend 46 m (150 ft) laterally from the point of the explosion. The increase in permeability was primarily associated with motions and separations along bedding planes, the major preexisting weaknesses in the rock. This region of increased permeability is too far from the WIPP site to have had a significant effect on the hydrological characteristics of the disposal system. Thus changes in groundwater flow due to explosions in the past have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs The criterion in  HYPERLINK "40CFR194_32" section 194.32(a) relating to the scope of PAs limits the consideration of future human actions to mining and drilling. Also, consistent with  HYPERLINK "40CFR194_33" section 194.33(d), PAs need not analyze the effects of techniques used for resource recovery subsequent to the drilling of a future borehole. Therefore, changes in groundwater flow due to explosions in the future have been eliminated from PA calculations on regulatory grounds. Geomorphological EPS Land Use Changes FEP Number: H40 FEP Title: Land Use Changes Screening Decision: SO-R (HCN) SO-R (Future) Land Use Changes have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument This section discusses surface activities that could affect the geomorphological characteristics of the disposal system and result in changes in infiltration and recharge conditions. The potential effects of water use and control on disposal system performance are discussed in FEPs H42 through H46 ( HYPERLINK \l "SCR-5_4_1_1" Section  REF _Ref212798772 \r \h SCR-5.4.1.1,  HYPERLINK \l "SCR-5_4_1_2" Section  REF _Ref220387843 \r \h SCR-5.4.1.2, and  HYPERLINK \l "SCR-5_4_1_3" Section  REF _Ref212798788 \r \h SCR-5.4.1.3). Historical, Current, and Near-Future Human EPs Surface activities that take place at present in the vicinity of the WIPP site include those associated with potash mining, oil and gas reservoir development, water extraction, and grazing. Additionally, a number of archeological investigations have taken place within the controlled area that were aimed at protecting and preserving cultural resources. Elsewhere in the Delaware Basin, sand, gravel, and caliche are produced through surface quarrying. The only surface activity that has the potential to affect the disposal system is potash tailings, salt tailings (both potash and WIPP), and effluent disposal. Potash tailings ponds may act as sources of focused recharge to the Dewey Lake and Rustler units. Three potash tailings piles/ponds are in operation that might be influencing groundwater flow at the WIPP site. These are the Mississippi Potash Inc. (MPI) East tailings pile, approximately 10km (6 mi) due north of the WIPP, the MPI West tailings pile in the northwest arm of Nash Draw, and the IMC Kalium tailings pile, approximately 10 km (6 mi) due west of the WIPP in Nash Draw. These tailings piles have been in operation for decadesdisposal at the MPI East site, the youngest of the piles, began in 1965. Brine disposal at these locations affects Rustler groundwaters in Nash Draw, as shown by the hydrochemical facies D waters described by Siegel etal. ( HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" 1991, p. 2-61). Brine disposal also affects heads in Nash Draw, and these head effects likely propagate to the WIPP site as well. These effects, however, predate water-level monitoring for the WIPP and have been implicitly included when defining boundary heads for Culebra flow models. The Culebra T fields developed for the CRA used water levels measured in 2000 to define model boundary conditions. Thus the effects of brine disposal at the tailings piles can be considered to be included in PA calculations. These effects are expected to continue in the near future. The Delaware Basin monitoring program monitors land use activities in the WIPP vicinity. This program has not identified new planned uses for land in the vicinity of the WIPP ( HYPERLINK "../../references/Others/DOE_Delaware_Basin_Annual_Report_07_2308.pdf" U.S. Department of Energy 2007b). Therefore, consistent with the criteria in  HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" section 194.32(c) and  HYPERLINK "40CFR194_54" 40 CFR 194.54(b) (U.S. Environmental Protection Agency 1996a), land use changes in the near future in the vicinity of the WIPP have been eliminated from PA calculations on regulatory grounds. Future Human EPs The criterion in  HYPERLINK "40CFR194_25" section 194.25(a), concerned with predictions of the future states of society, requires that compliance assessments and PAs shall assume that characteristics of the future remain what they are at the time the compliance application is prepared, provided that such characteristics are not related to hydrogeologic, geologic or climatic conditions. Therefore, no future land use changes need be considered in the vicinity of the WIPP, and they have been eliminated from PA calculations on regulatory grounds. FEP Number: H41 FEP Title: Surface Disruptions Screening Decision: UP (HCN) SO-C (Future) The effects of HCN Surface Disruptions are accounted for in PA calculations. The effects of future Surface Disruptions have been eliminated from PA calculations on the basis of low consequence. Summary of New Information The screening decision has been changed from SO-R to SO-C. The EPAs TSD for Features, Events, and Processes ( HYPERLINK "../../references/Others/EPA_2006_TSD_194_25_32_33_Compliance_Recertification_Application_Review.pdf" U.S. Environmental Protection Agency 2006) identified an inconsistency between the screening decision and the screening rationale. After review, it has been determined that SO-C is the correct screening decision and the previous classification of SO-R is not correct. Screening Argument This section discusses surface activities that could affect the geomorphological characteristics of the disposal system and result in changes in infiltration and recharge conditions. The potential effects of water use and control on disposal system performance are discussed in  HYPERLINK \l "SCR-5_4_1_1" FEPs H42 through H46. Historical, Current, and Near-Future Human EPs Most surface activities have no potential to affect the disposal system and are, therefore, screened out on the basis of low consequence (e.g., archaeological excavations andarable farming). However, the effects of activities capable of altering the disposal system (disposal of potash effluent) are included in the modeling of current conditions (i.e., heads) at and around the site. Discussion regarding these anthropogenic effects is found in the  HYPERLINK "../../references/CRA-2004/Chapter_2.pdf" \l "page=121" CRA-2004, Chapter 2.0, Section 2.2.1.4.2.2. Surface activities that take place at present in the vicinity of the WIPP site include those associated with potash mining, oil and gas reservoir development, water extraction, and grazing. Additionally, a number of archeological investigations have taken place within the controlled area that were aimed at protecting and preserving cultural resources. Elsewhere in the Delaware Basin, sand, gravel, and caliche are produced through surface quarrying. The only surface activity that has the potential to affect the disposal system is potash tailings, salt tailings (both potash and WIPP), and effluent disposal. Potash tailings ponds may act as sources of focused recharge to the Dewey Lake and Rustler units. Three potash tailings piles/ponds are in operation that might be influencing groundwater flow at the WIPP site. These are the MPI East tailings pile, approximately 10 km (6 mi) due north of the WIPP, the MPI West tailings pile in the northwest arm of Nash Draw, and the IMC Kalium tailings pile, approximately 10 km (6 mi) due west of the WIPP in Nash Draw. These tailings piles have been in operation for decadesdisposal at the MPI East site, the youngest of the piles, began in 1965. Brine disposal at these locations affects Rustler groundwaters in Nash Draw, as shown by the hydrochemical facies D waters described by Siegel et al. ( HYPERLINK "../../references/Others/Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf" 1991, p. 2-61). Brine disposal also affects heads in Nash Draw, and these head effects likely propagate to the WIPP site as well. These effects, however, predate water-level monitoring for the WIPP and have been implicitly included when defining boundary heads for Culebra flow models. The Culebra T fields developed for the CRA used water levels measured in 2000 to define model boundary conditions. Thus the effects of brine disposal at the tailings piles can be considered to be included in PA calculations. These effects are expected to continue in the near future. Future Human EPs Future tailings ponds, if situated in Nash Draw, are expected to change Culebra (and Magenta) heads, similar to existing ones. Future tailings ponds outside of Nash Draw would not be expected to alter Culebra heads because leakage from the ponds would not be able to propagate through the low-permeability lower Dewey Lake clastics and Rustler anhydrites overlying the Culebra during the 100 years or less that such a pond might be in operation. Because PA calculations already include the present-day effects of tailings ponds in Nash Draw on heads, as well as the effects of future potash mining on the permeability of the Culebra (which has much greater potential to alter flow than changes in head), future surface disruptions affecting hydrologic or geologic conditions (such as potash tailings ponds) may be screened out on the basis of low consequence. Surface Hydrological EPs Water Control and Use FEP Numbers: H42, H43, and H44 FEP Titles: Damming of Streams and Rivers (H42) Reservoirs (H43) Irrigation (H44) Screening Decision: SO-C (HCN) SO-R (Future) The effects of HCN Damming of Streams and Rivers, Reservoirs, and Irrigation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Damming of Streams and Rivers, Reservoirs, and Irrigation have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to these FEPs. Screening Argument Irrigation and damming, as well as other forms of water control and use, could lead to localized changes in recharge, possibly leading to increased heads locally, thereby affecting flow directions and velocities in the Rustler and Dewey Lake. Historical, Current, and Near-Future Human EPs In the WIPP area, two topographically low features, the Pecos River and Nash Draw, are sufficiently large to warrant consideration for damming. Dams and reservoirs already exist along the Pecos River. However, the Pecos River is far enough from the waste panels (19 km [12 mi]) that the effects of damming of streams and rivers and reservoirs can be eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Nash Draw is not currently dammed, and based on current hydrological and climatic conditions, there is no reason to believe it will be dammed in the near future. Irrigation uses water from rivers, lakes, impoundments, and wells to supplement the rainfall in an area to grow crops. Irrigation in arid environments needs to be efficient and involves the spreading of a relatively thin layer of water for uptake by plants, so little water would be expected to infiltrate beyond the root zone. However, some water added to the surface may infiltrate and reach the water table, affecting groundwater flow patterns. Irrigation currently takes place on a small scale within the Delaware Basin but not in the vicinity of the WIPP, and the extent of irrigation is not expected to change in the near future. Such irrigation has no significant effect on the characteristics of the disposal system. Thus the effects of irrigation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Human EPs The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a) that limit the scope of consideration of future human actions in PAs to mining and drilling. Therefore, the effects of future damming of streams and rivers, reservoirs, and irrigation have been eliminated from PA calculations on regulatory grounds. FEP Number: H45 FEP Title: Lake Usage Screening Decision: SO-R (HCN) SO-R (Future) The effects of Lake Usage have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to this FEP. Screening Argument Irrigation and damming, as well as other forms of water control and use, could lead to localized changes in recharge, possibly leading to increased heads locally, thereby affecting flow directions and velocities in the Rustler and Dewey Lake. Surface activities, such as those associated with potash mining, could also affect soil and surface water chemistry. Note that the potential effects of geomorphological changes through land use are discussed in  HYPERLINK \l "SCR-5_3_1_1" Section  REF _Ref211665518 \r \h SCR-5.3.1.1 and  HYPERLINK \l "SCR-5_3_1_2" Section  REF _Ref211665522 \r \h SCR-5.3.1.2. Historical, Current, and Near-Future Human EPs As discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=136" CCA, Chapter 2.0, Section 2.2.2, there are no major natural lakes or ponds within 8 km (5 mi) of the site. To the northwest, west, and southwest, Red Lake, Lindsey Lake, and Laguna Grande de la Sal are more than 8 km (5 mi) from the site, at elevations of 914 to 1,006 m (3,000 to 3,300 ft). Laguna Gatua, Laguna Tonto, Laguna Plata, and Laguna Toston are playas more than 16 km (10 mi) north and are at elevations of 1,050 m (3,450 ft) or higher. Waters from these lakes are of limited use. Therefore human activities associated with lakes have been screened out of PA calculations based on regulatory grounds supported by  HYPERLINK "40CFR194_32" section 194.32(c) and  HYPERLINK "40CFR194_54" section 194.54(b). Future Human EPs The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a) that limit the scope of consideration of future human actions in PAs to mining and drilling. Therefore, the effects of future lake usage have been eliminated from PA calculations on regulatory grounds. FEP Number: H46 FEP Title: Altered Soil or Surface Water Chemistry by Human Activities Screening Decision: SO-C (HCN) SO-R (Future) The effects of HCN Altered Soil or Surface Water Chemistry by Human Activities have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Future Altered Soil or Surface Water Chemistry by Human Activities have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to this FEP. Screening Argument Irrigation and damming, as well as other forms of water control and use, could lead to localized changes in recharge, possibly leading to increased heads locally, thereby affecting flow directions and velocities in the Rustler and Dewey Lake. Surface activities, such as those associated with potash mining, could also affect soil and surface water chemistry. Historical, Current, and Near-Future Human EPs Potash mining effluent and runoff from oil fields have altered soil and surface water chemistry in the vicinity of the WIPP. However, the performance of the disposal system will not be sensitive to soil and surface water chemistry. Therefore, altered soil or surface water chemistry by human activities has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The effects of effluent from potash processing on groundwater flow are discussed in H37 ( HYPERLINK \l "SCR-5_2_2_1" Section  REF _Ref212796799 \r \h SCR-5.2.2.1). Future Human EPs The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a) that limit the scope of consideration of future human actions in PAs to mining and drilling. Therefore, the effects of future altered soil or surface water chemistry by human activities have been eliminated from PA calculations on regulatory grounds. Climatic EPs Anthropogenic Climate Change FEP Numbers: H47, H48, and H49 FEP Titles: Greenhouse Gas Effects (H47) Acid Rain (H48) Damage to the Ozone Layer (N49) Screening Decision: SO-R (HCN) SO-R (Future) The effects of anthropogenic climate change (Acid Rain, Greenhouse Gas Effects, and Damage to the Ozone Layer) have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to this FEP. Anthropogenic Climate Change The effects of the current climate and natural climatic change are accounted for in PA calculations, as discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=164" CCA, Chapter 6.0, Section 6.4.9 and  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_8" Appendix PA-2009, Section PA-4.8. However, human activities may also affect the future climate and thereby influence groundwater recharge in the WIPP region. The effects of anthropogenic climate change may be on a local to regional scale (acid rain) or on a regional to global scale (greenhouse gas effects and damage to the ozone layer). Of these anthropogenic effects, only the greenhouse gas effect could influence groundwater recharge in the WIPP region. However, consistent with the future states assumptions in  HYPERLINK "40CFR194_25" section 194.25, compliance assessments and PAs need not consider indirect anthropogenic effects on disposal system performance. Therefore, the effects of anthropogenic climate change have been eliminated from PA calculations on regulatory grounds. Marine EPs Marine Activities FEP Numbers: H50, H51, and H52 FEP Titles: Costal Water Use (H50) Seawater Use (H51) Estuarine Water Use (H52) Screening Decision: SO-R (HCN) SO-R (Future) HCN, and future Coastal Water Use, Seawater Use, and Estuarine Water Use have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to this FEP. Screening Argument This section discusses the potential for human EPs related to marine activities to affect infiltration and recharge conditions in the vicinity of the WIPP. Historical, Current, and Near-Future Human EPs The WIPP site is more than 800 km (480 mi) from the nearest seas, and hydrological conditions in the vicinity of the WIPP have not been affected by marine activities. Furthermore, consistent with the criteria in  HYPERLINK "40CFR194_32" section 194.32(c) and  HYPERLINK "40CFR194_54" section 194.54(b), consideration of HCN human activities is limited to those activities that have occurred or are expected to occur in the vicinity of the disposal system. Therefore, Human EPs related to marine activities (such as coastal water use, seawater use, and estuarine water use) have been eliminated from PA calculations on regulatory grounds. Future Human EPs The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a) that limit the scope of consideration of future human actions in PAs to mining and drilling. Therefore, the effects of future marine activities (such as coastal water use, seawater use, and estuarine water use) have been eliminated from PA calculations on regulatory grounds. Ecological EPs Agricultural Activities FEP Numbers: H53, H54, and H55 FEP Titles: Arable Farming (H53) Ranching (H54) Fish Farming (H55) Screening Decision: SO-C (HCN) (H53, H54) SO-R (HCN) (H55) SO-R (Future) (H53, H54, H55) The effects of HCN Ranching and Arable Farming have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The effects of changes in future Ranching and Arable Farming practices have been eliminated from PA calculations on regulatory grounds. Fish Farming has been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified related to these FEPs. Screening Argument Agricultural activities could affect infiltration and recharge conditions in the vicinity of the WIPP. Also, application of acids, oxidants, and nitrates during agricultural practice could alter groundwater geochemistry. Historical, Current, and Near-Future Human EPs Grazing leases exist for all land sections immediately surrounding the WIPP and grazing occurs within the controlled area (see the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=157" CCA, Chapter 2.0, Section 2.3.2.2). Although grazing and related crop production have had some control on the vegetation at the WIPP site, these activities are unlikely to have affected subsurface hydrological or geochemical conditions. The climate, soil quality, and lack of suitable water sources all mitigate against agricultural development of the region in the near future. Therefore, the effects of HCN ranching and arable farming have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Consistent with the criteria in  HYPERLINK "40CFR194_32" section 194.32(c) and  HYPERLINK "40CFR194_54" section 194.54(b), agricultural activities, such as fish farming, that have not taken place and are not expected to take place in the near future in the vicinity of the WIPP have been eliminated from PA calculations on regulatory grounds. Future Human EPs The EPA has provided criteria relating to future human activities in  HYPERLINK "40CFR194_32" section 194.32(a) that limit the scope of consideration of future human activities in PAs to mining and drilling. Also, the criterion in  HYPERLINK "40CFR194_25" section 194.25(a) concerned with predictions of the future states of society requires that compliance assessments and PAs shall assume that characteristics of the future remain what they are at the time the compliance application is prepared. Therefore, the effects of changes in future agricultural practices (such as ranching, arable farming, and fish farming) have been eliminated from PA calculations on regulatory grounds. Social and Technological Development FEP Number: H56 FEP Title: Demographic Change and Urban Development Screening Decision: SO-R (HCN) SO-R (Future) Demographic Change and Urban Development in the near future and in the future have been eliminated from PA calculations on regulatory grounds. Summary of New Information No new information has been identified for this FEP. Screening Argument Social and technological changes in the future could result in the development of new communities and new activities in the vicinity of the WIPP that could have an impact on the performance of the disposal system. Demography in the WIPP vicinity is discussed in the  HYPERLINK "../../references/CCA/Chapter_2.pdf" \l "page=156" CCA, Chapter 2.0, Section 2.3.2.1. The community nearest to the WIPP site is the town of Loving, 29 km (18 mi) west-southwest of the site center. There are no existing plans for urban developments in the vicinity of the WIPP in the near future. Furthermore, the criterion in  HYPERLINK "40CFR194_25" section 194.25(a), concerned with predictions of the future states of society, requires that compliance assessments and PAs shall assume that characteristics of the future remain what they are at the time the compliance application is prepared. Therefore, demographic change and urban development in the vicinity of the WIPP and technological developments have been eliminated from PA calculations on regulatory grounds. FEP Number: H57 FEP Title: Loss of Records Screening Decision: Not Applicable (N/A) (HCN) DP (Future) Loss of Records in the future is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Because the DOE will maintain control for the current period throughout the active institutional period (100 years after closure), inadvertent drilling intrusion resulting from the loss of records is not applicable during the HCN period. However, PAs must consider the potential effects of human activities that might take place within the controlled area at a time when institutional controls cannot be assumed to eliminate completely the possibility of human intrusion. Consistent with  HYPERLINK "40CFR194_41" 40 CFR 194.41(b) (U.S. Environmental Protection Agency 1996a), the DOE assumes no credit for AICs for more than 100 years after disposal. Also, consistent with  HYPERLINK "40CFR194_43" 40 CFR 194.43(c) (U.S. Environmental Protection Agency 1996a), the DOE originally assumed in the CCA that passive institutional controls (PICs) do not eliminate the likelihood of future human intrusion entirely. The provisions at section 194.43(c) allow credit for PICs by reducing the likelihood of human intrusions for several hundred years. In U.S. Department of Energy 1996a, the DOE took credit for these controls that include records retention by reducing the probability of intrusion for the first 600 years after active controls cease. The EPA disallowed this credit during the original certification ( HYPERLINK "../../references/Others/EPA_63_FR_27353_408_May_18_1998.pdf" U.S. Environmental Protection Agency 1998a). The DOE no longer takes credit for PICs in PA, effectively assuming that all public records and archives relating to the repository are lost 100 years after closure. Therefore, the DOE continues to include the loss of records FEP within PA and does not include credit for PICs. Waste and Repository-Induced FEPs This section presents screening arguments and decisions for waste- and repository-induced FEPs. There are 114 waste- and repository-induced FEPs used in the CRA-2009. Of these, 74 remain unchanged since the CRA-2004 and 26 were updated with new information. Further, 7 FEPs have been split into 14 similar, but more descriptive, FEPs since the CRA-2004. Waste and Repository Characteristics Repository Characteristics FEP Number: W1 FEP Title:  SEQ CHAPTER \h \r 1Disposal Geometry Screening Decision: UP The WIPP repository Disposal Geometry is accounted for in PA calculations. Summary of New Information Representation of the repository within the PA has not changed since the CRA-2004; the screening argument and decision remain unchanged. Disposal geometry is accounted for in PA calculations. Screening Argument Disposal geometry is described in the  HYPERLINK "../../references/CRA-2004/Chapter_3.pdf" \l "page=13" CRA-2004, Chapter 3.0, Section 3.2 and is accounted for in the setup of PA calculations (the  HYPERLINK "../../references/CRA-2004/Chapter_6.pdf" \l "page=78" CRA-2004, Chapter 6.0, Section 6.4.2). Waste Characteristics FEP Number: W2 and W3 FEP Title:  SEQ CHAPTER \h \r 1Waste Inventory Heterogeneity of Waste Forms Screening Decision: UP (W2) DP (W3)  SEQ CHAPTER \h \r 1The Waste Inventory and Heterogeneity of Waste Forms are accounted for in PA calculations. Summary of New Information The waste inventory used for the CRA-2009 PA calculations is the same as used for the CRA2004 Performance Assessment Baseline Calculation (PABC) (see  HYPERLINK "../../references/Others/Clayton_2008_AP137_Analysis_Plan_for_the_Performance_Assessment_for_CRA_2009_ERMS547905.pdf" Clayton 2008 and  HYPERLINK "../../references/Others/Leigh_et_al_2004_CRA_PABC_rev0_ERMS541521.pdf" Leigh et al. 2005). Since these FEPs are accounted for (UP) in PA, the implementation may differ from that used in the in previous PAs; however, the screening decision has not changed. Screening Argument  SEQ CHAPTER \h \r 1Waste characteristics, comprising the waste inventory and heterogeneity of waste forms, are described in the HYPERLINK "../../references/CCA/Appendix_BIR_rev2.pdf"CCA, Appendix BIR. The waste inventory is accounted for in PA calculations in deriving the dissolved actinide source term (see the HYPERLINK "../../references/CRA-2004/Appendix_PA_Attachment_SOTERM.pdf"CRA-2004, Appendix SOTERM) and gas generation rates (see HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" \l "page=17"Leigh, Trone, and Fox 2005, Section 2.3). The distribution of contact-handled (CH) transuranic (TRU) (CH-TRU) and remote-handled (RH) transuranic (TRU) (RH-TRU) waste within the repository leads to room-scale heterogeneity of the waste forms, which is accounted for in PA calculations when considering the potential activity of waste material encountered during inadvertent borehole intrusion ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-3_8" Appendix PA-2009, Section PA-3.8). Container Characteristics FEP Number: W4 FEP Title: Container Form Screening Decision: SO-C Beneficial The Container Form has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information The physical form of the containers is conservatively ignored in performance calculations. Some inventory information has been updated since the CRA-2004. This inventory is slightly different than that used for the CRA-2004, although no changes affect the container form. As such, changes represented in the inventory used for this application do not affect this FEP or its screening decision. Screening Argument The container form has been eliminated from PA calculations on the basis of its beneficial effect on retarding radionuclide release. The PA assumes instantaneous container failure and waste dissolution consistent with the source-term model, even though WIPP performance calculations show that a significant fraction of steel and other Fe-base materials will remain undegraded over 10,000 years (see  HYPERLINK "../../references/Others/Helton_et_al_1998_Uncertainty_Sensitivity_Analysis_Results_SAND98_0365.pdf" Helton et al. 1998). All these undegraded container materials will (1) prevent contact between brine and radionuclides; (2) decrease the rate and extent of radionuclide transport because of high tortuosity along the flow pathways and, as a result, increase opportunities for metallic iron (Fe) and corrosion products to beneficially reduce radionuclides to lower oxidation states. Therefore, the container form can be eliminated on the basis of its beneficial effect on retarding radionuclide transport. In the  HYPERLINK "../../references/CCA/Appendix_WCL.pdf" CCA, Appendix WCL, a minimum quantity of metallic Fe was specified to ensure sufficient reactants to reduce radionuclides to lower and less soluble oxidation states. This requirement is met as long as there are no substantial changes in container materials. The inventory used for the CRA-2009 indicates that the density of steel in container materials currently reported by the sites has an average value of 170 kg/m3. This is the same value used for the CRA-2004, but represents an increase over what was reported for the CCA (139 to 230 kg/m3) (8.6 to 14.3 lb/ft3). Therefore, the current inventory estimates indicate that there is a sufficient quantity of metallic iron to ensure reduction of radionuclides to lower and less soluble oxidation states. FEP Number: W5 FEP Title: Container Material Inventory SEQ CHAPTER \h \r 1 Screening Decision: UP The Container Material Inventory is accounted for in PA calculations. Summary of New Information No new information has been identified that relates to this FEP. Screening Argument The container material inventory is described in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005), and is accounted for in PA calculations through the estimation of gas generation rates (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_5" Appendix PA-2009, Section PA-4.2.5). Seal Characteristics FEP Numbers: W6, W7, W109, and W110 FEP Titles: Shaft Seal Geometry SEQ CHAPTER \h \r 1 (W6) Shaft Seal Physical Properties (W7) Panel Closure Geometry (W109) Panel Closure Physical Properties (W110) Screening Decision: UP The Shaft Seal Geometry, Shaft Seal Physical Properties, Panel Closure Geometry, and Panel Closure Properties are accounted for in PA calculations. Summary of New Information FEPs related to seals (generic) have been renamed to differentiate between panel closures and shaft seals. While analyzing the impacts of redesigned panel closures on the FEPs baseline, it was concluded that the current FEPs do not accurately represent these seal types (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006). Because a redesigned panel closure system has not been approved or implemented, new screening arguments are not appropriate at this time, but if the request for a redesigned panel closure system is approved, revised screening arguments may be warranted to better describe the panel closure physical properties (i.e., crushed salt versus concrete). Screening Argument Seal (shaft seals, panel closures, and drift closures) characteristics, including shaft seal geometry, panel closure geometry, seal physical properties, and panel closure physical properties are described in the  HYPERLINK "../../references/CCA/Chapter_3.pdf" \l "page=27" CCA, Chapter 3.0, Section 3.3.2 and are accounted for in PA calculations through the representation of the seal system and panel closures in BRAGFLO and the permeabilities assigned to the shaft seal and panel closure materials (see  HYPERLINK "../../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_7" Appendix PA-2009, Section PA-4.2.7 and  HYPERLINK "../../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_8" Section PA-4.2.8). FEP Numbers: W8, W111 FEP Titles: Shaft Seal Chemical Composition (W8) Panel Closure Chemical Composition (W111) Screening Decision: SO-C Beneficial The Shaft Seal Chemical Composition has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information These FEPs have been retitled as a result of the FEPs analysis conducted for the Panel Closure Redesign planned change request (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006). Screening Argument The effect of shaft seal chemical composition and panel closure chemical composition on actinide speciation and mobility has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Repository Seals (Shaft and Panel Closures) Certain repository materials have the potential to interact with groundwater and significantly alter the chemical speciation of any radionuclides present. In particular, extensive use of cementitious materials in the seals may have the capacity to buffer groundwaters to extremely high pH (for example,  HYPERLINK "../../references/Others/ERMS241221.pdf" Bennett et al. 1992, pp. 315 325). At high pH values, the speciation and adsorption behavior of many radionuclides is such that their dissolved concentrations are reduced in comparison with near-neutral waters. This effect reduces the migration of radionuclides in dissolved form. Several publications describe strong actinide (or actinide analog) sorption by cement ( HYPERLINK "../../references/Others/Altenheinhaese_et_al_1994.pdf" Altenheinhaese et al. 1994;  HYPERLINK "../../references/Others/Wierczinski_et_al_1998.pdf" Wierczinski et al. 1998;  HYPERLINK "../../references/Others/Pointeau_et_al_2001.pdf" Pointeau et al. 2001), or sequestration by incorporation into cement alteration phases ( HYPERLINK "../../references/Others/Gougar_Scheetz_Roy_1996.pdf" Gougar et al. 1996,  HYPERLINK "../../references/Others/Dickson_Glasser_2000.pdf" Dickson and Glasser 2000). These provide support for the screening argument that chemical interactions between the cement seals and the brine will be of beneficial consequence to the performance of the disposal system. The effects of cementitious materials in shaft seals and panel closures on groundwater chemistry have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Backfill Characteristics FEP Number: W9 FEP Title: Backfill Physical Properties Screening Decision: SO-C Backfill Physical Properties have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information related to this FEP has been identified. Screening Argument A chemical backfill is being added to the disposal room to buffer the chemical environment. The backfill characteristics were previously described in the  HYPERLINK "../../references/CCA/Appendix_BACK.pdf" CCA, Appendix BACK with additional information contained in the  HYPERLINK "../../references/CRA-2004/Appendix_BARRIERS.pdf" CRA-2004, Appendix BARRIERS, Section BARRIERS-2.3.4.3. The mechanical and thermal effects of backfill are discussed in W35 ( HYPERLINK \l "SCR-6_3_5_4" Section  REF _Ref212799773 \r \h SCR-6.3.5.4) and W72 (HYPERLINK \l "SCR-6_3_4_1"Section  REF _Ref212799797 \r \h SCR-6.3.4.1) respectively, where they have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Backfill will result in an initial permeability for the disposal room lower than that of an empty cavity, so neglecting the hydrological effects of backfill is a conservative assumption with regard to brine inflow and radionuclide migration. Thus backfill physical properties have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: W10 FEP Title: Backfill Chemical Composition Screening Decision: UP The Backfill Chemical Composition is accounted for in PA calculations. Summary of New Information No new information related to this FEP has been identified. Screening Argument A chemical backfill is added to the disposal room to buffer the chemical environment. The backfill characteristics are described in  HYPERLINK "../Appendix_MgO/Appendix_MgO.htm" \l "MgO-3_0" Appendix MgO-2009, Section MgO-3.0. The mechanical and thermal effects of backfill are discussed in W35 ( HYPERLINK \l "SCR-6_3_5_4" Section  REF _Ref212799773 \r \h SCR-6.3.5.4) and W72 ( HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1), respectively, where they have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Backfill chemical composition is accounted for in PA calculations in deriving the dissolved and colloidal actinide source terms (see  HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM-5_0" Appendix SOTERM-2009, Section SOTERM-5.0 and  HYPERLINK "../Appendix_MgO/Appendix_MgO.htm" \l "MgO-5_0" Appendix MgO-2009, Section MgO-5.0). Post-Closure Monitoring Characteristics FEPs Number: W11 FEP Title: Post-Closure Monitoring Screening Decision: SOC The potential effects of Post-Closure Monitoring have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified that relates to this FEP. Screening Argument Post-closure monitoring is required by  HYPERLINK "40CFR191_14" 40 CFR 191.14(b) (U.S. Environmental Protection Agency 1993) as an assurance requirement to detect substantial and detrimental deviations from expected performance. The DOE has designed the monitoring program (see the  HYPERLINK "../../references/CCA/Appendix_MON.pdf" CCA, Appendix MON) so that the monitoring methods employed are not detrimental to the performance of the disposal system ( HYPERLINK "40CFR194_42" 40 CFR 194.42(d)) (U.S. Environmental Protection Agency 1996a). Nonintrusive monitoring techniques are used so that post-closure monitoring would not impact containment or require remedial activities. In summary, the effects of monitoring have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Radiological FEPs Radioactive Decay and Heat FEP Number: W12 FEP Title: Radionuclide Decay and Ingrowth Screening Decision: UP Radionuclide decay and ingrowth are accounted for in PA calculations. Summary of New Information No new information related to this FEP has been identified. Screening Argument Radionuclide decay and ingrowth are accounted for in PA calculations (see  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_3" Appendix PA2009, Section PA-4.3). FEP Number: W13 FEP Title: Heat From Radioactive Decay Screening Decision: SO-C The effects of temperature increases as a result of Heat From Radioactive Decay have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information The radionuclide inventory used for the CRA-2009 PA calculations ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" Leigh, Trone, and Fox 2005a) is lower than previously estimated for the CCA. Thus all CRA2009 radioactive decay heat screening arguments are bounded by the previous CCA screening arguments. Screening Argument Radioactive decay of the waste emplaced in the repository will generate heat. The importance of heat from radioactive decay depends on the effects that the induced temperature changes would have on mechanics (W29 - W31,  HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1), fluid flow (W40 and W41,  HYPERLINK \l "SCR-6_4_1_1" Section  REF _Ref212800038 \r \h SCR-6.4.1.1), and geochemical processes (W44 through W75,  HYPERLINK \l "SCR-6_5_1_1" Section  REF _Ref212800069 \r \h SCR-6.5.1.1,  HYPERLINK \l "SCR-6_5_1_2" Section  REF _Ref223331272 \r \h SCR-6.5.1.2, HYPERLINK \l "SCR-6_5_1_3"Section  REF _Ref223331276 \r \h SCR-6.5.1.3, HYPERLINK \l "SCR-6_5_1_4"Section  REF _Ref223331279 \r \h SCR-6.5.1.4,  HYPERLINK \l "SCR-6_5_1_5" Section  REF _Ref223331283 \r \h SCR-6.5.1.5, HYPERLINK \l "SCR-6_5_1_6"Section  REF _Ref223331285 \r \h SCR-6.5.1.6, HYPERLINK \l "SCR-6_5_1_7"Section  REF _Ref223331288 \r \h SCR-6.5.1.7,  HYPERLINK \l "SCR-6_5_1_8" Section  REF _Ref223331292 \r \h SCR-6.5.1.8, HYPERLINK \l "SCR-6_5_1_9"Section  REF _Ref212800946 \r \h SCR-6.5.1.9, HYPERLINK \l "SCR-6_5_2_1"Section  REF _Ref223331303 \r \h SCR-6.5.2.1, HYPERLINK \l "SCR-6_5_2_2"Section  REF _Ref223331463 \r \h SCR-6.5.2.2,  HYPERLINK \l "SCR-6_5_3_1" Section  REF _Ref223331467 \r \h SCR-6.5.3.1,  HYPERLINK \l "SCR-6_5_4_1" Section  REF _Ref223331470 \r \h SCR-6.5.4.1,  HYPERLINK \l "SCR-6_5_5_1" Section  REF _Ref223331475 \r \h SCR-6.5.5.1,  HYPERLINK \l "SCR-6_5_5_2" Section  REF _Ref212794279 \r \h SCR-6.5.5.2,  HYPERLINK \l "SCR-6_5_5_3" Section  REF _Ref223328701 \r \h SCR-6.5.5.3,  HYPERLINK \l "SCR-6_5_6_1" Section  REF _Ref223331492 \r \h SCR-6.5.6.1,  HYPERLINK \l "SCR-6_5_6_2" Section  REF _Ref212794310 \r \h SCR-6.5.6.2,  HYPERLINK \l "SCR-6_5_7_1" Section  REF _Ref223331499 \r \h SCR-6.5.7.1, and  HYPERLINK \l "SCR-6_5_7_2" Section  REF _Ref212800082 \r \h SCR-6.5.7.2). For example, extreme temperature increases could result in thermally induced fracturing, regional uplift, or thermally driven flow of gas and brine in the vicinity of the repository. The design basis for the WIPP requires that the thermal loading does not exceed 10 kilowatts (kW) per acre. Transportation restrictions also require that the thermal power generated by waste in an RH-TRU container shall not exceed 300 watts ( HYPERLINK "../../references/Others/US_Nuclear_Regulatory_Commission_2006_RH_72B_Certificate_of_Compliance_9212.pdf" NRC 2002). The DOE has conducted numerous studies related to heat from radioactive decay. The following presents a brief summary of these past analyses. First, a numerical study to calculate induced temperature distributions and regional uplift is reported in DOE ( HYPERLINK "../../references/Others/DOE_1980_Final_Environmental_Impact_Statement_for_the_WIPP_ERMS238838.pdf" 1980, pp. 9-149 through 9-150). This study involved estimation of the thermal power of CH-TRU waste containers. The DOE ( HYPERLINK "../../references/Others/DOE_1980_Final_Environmental_Impact_Statement_for_the_WIPP_ERMS238838.pdf" 1980, p. 9-149) analysis assumed the following: All CH-TRU waste drums and boxes contain the maximum permissible quantity of Pu. The fissionable radionuclide content for CH-TRU waste containers was assumed to be no greater than 200 grams (g) per 0.21 m3 (7 ounces [oz] per 7.4 ft3) drum and 350 g/1.8 m3 (12.3 oz/63.6 ft3) standard waste box (239Pu fissile gram equivalents). The Pu in CH-TRU waste containers is weapons grade material producing heat at 0.0024 watts per gram (W/g). Thus the thermal power of a drum is approximately 0.5W, and that of a box is approximately 0.8 W. Approximately 3.7 ( 105 m3 (1.3 ( 107 ft3) of CH-TRU waste are distributed within a repository enclosing an area of 7.3 ( 105 m2 (7.9 ( 106 ft2). This is a conservative assumption in terms of quantity and density of waste within the repository, because the maximum capacity of the WIPP is 1.756 ( 105 m3 (6.2 ( 106 ft3) for all waste (as specified by the LWA) to be placed in an enclosed area of approximately 5.1 ( 105 m2 (16 mi2). Half of the CH-TRU waste volume is placed in drums and half in boxes so that the repository will contain approximately 900,000 drums and 900,000 boxes. Thus a calculated thermal power of 0.7 W/m2 (2.8 kW/acre) of heat is generated by the CH-TRU waste. Insufficient RH-TRU waste would be emplaced in the repository to influence the total thermal load. Under these assumptions, Thorne and Rudeen ( HYPERLINK "../../references/Others/Thorne_Rudeen_1980_Regional_Effects_of_TRU_Repository_Heat_SAND80_7161.pdf" 1981) estimated the long-term temperature response of the disposal system to waste emplacement. Calculations assumed a uniform initial power density of 2.8 kW/acre (0.7 W/m2) which decreases over time. Thorne and Rudeen (1981) attributed this thermal load to RH-TRU waste, but the DOE ( HYPERLINK "../../references/Others/DOE_1980_Final_Environmental_Impact_Statement_for_the_WIPP_ERMS238838.pdf" 1980) more appropriately attributed this thermal load to CH-TRU waste based on the assumptions listed above. Thorne and Rudeen (1981) estimated the maximum rise in temperature at the center of a repository to be 1.6 C (2.9F) at 80 years after waste emplacement. More recently, Sanchez and Trellue ( HYPERLINK "../../references/Others/Sanchez_Trellue_1996_January_17_Estimation_of_Maximum_RH_TRU_ERMS231165.pdf" 1996) estimated the maximum thermal power of an RH-TRU waste container. The Sanchez and Trellue (1996) analysis involved inverse shielding calculations to evaluate the thermal power of an RH-TRU container corresponding to the maximum permissible surface dose of 1,000 rem per hour (rem/hr). The following calculational steps were taken in the Sanchez and Trellue (1996) analysis: Calculate the absorbed dose rate for gamma radiation corresponding to the maximum surface dose equivalent rate of 1,000 rem/hr. Beta and alpha radiation are not included in this calculation because such particles will not penetrate the waste matrix or the container in significant quantities. Neutrons are not included in the analysis because the maximum dose rate from neutrons is 270 millirems/hr, and the corresponding neutron heating rate will be insignificant. Calculate the exposure rate for gamma radiation corresponding to the absorbed dose rate for gamma radiation. Calculate the gamma flux density at the surface of a RH-TRU container corresponding to the exposure rate for gamma radiation. Assuming the gamma energy is 1.0 megaelectron volts, the maximum allowable gamma flux density at the surface of a RH-TRU container is about 5.8 ( 108 gamma rays/cm2/seconds (s). Determine the distributed gamma source strength, or gamma activity, in an RH-TRU container from the surface gamma flux density. The source is assumed to be shielded such that the gamma flux is attenuated by the container and by absorbing material in the container. The level of shielding depends on the matrix density. Scattering of the gamma flux, with loss of energy, is also accounted for in this calculation through inclusion of a gamma buildup factor. The distributed gamma source strength is determined assuming a uniform source in a right cylindrical container. The maximum total gamma source (gamma curies [Ci]) is then calculated for a RH-TRU container containing 0.89 m3 (31.4 ft3) of waste. For the waste of greatest expected density (about 6,000 kg/m3 (360 lb/ft3), the gamma source is about 2 ( 104 Ci/m3 (566 Ci/ft3). Calculate the total Ci load of a RH-TRU container (including alpha and beta radiation) from the gamma load. The ratio of the total Ci load to the gamma Ci load was estimated through examination of the radionuclide inventory presented in the  HYPERLINK "../../references/CCA/Appendix_BIR_rev2.pdf" CCA, Appendix BIR. The gamma Ci load and the total Ci load for each radionuclide listed in the WIPP BIR were summed. Based on these summed loads the ratio of total Ci load to gamma Ci load of RH-TRU waste was calculated to be 1.01. Calculate the thermal load of a RH-TRU container from the total Ci load. The ratio of thermal load to Ci load was estimated through examination of the radionuclide inventory presented in the CCA, Appendix BIR. The thermal load and the total Ci load for each radionuclide listed in the WIPP inventory were summed. Based on these summed loads the ratio of thermal load to Ci load of RH-TRU waste was calculated to be about 0.0037 watts per curie (W/Ci). For a gamma source of 2 ( 104 Ci/m3 (566 Ci/ft3), the maximum permissible thermal load of a RH-TRU container is about 70 W/m3 (2 W/ft3). Thus the maximum thermal load of a RH-TRU container is about 60 W, and the transportation limit of 300 W will not be achieved. Note that Sanchez and Trellue ( HYPERLINK "../../references/Others/Sanchez_Trellue_1996_January_17_Estimation_of_Maximum_RH_TRU_ERMS231165.pdf" 1996) calculated the average thermal load for a RH-TRU container to be less than 1 W. Also, the total RH-TRU heat load is less than 10% of the total heat load in the WIPP. Thus the total thermal load of the RH-TRU waste will not significantly affect the average rise in temperature in the repository resulting from decay of CHTRU waste. Temperature increases will be greater at locations where the thermal power of an RH-TRU container is 60 W, if any such containers are emplaced. Sanchez and Trellue (1996) estimated the temperature increase at the surface of a 60 W RH-TRU waste container. Their analysis involved solution of a steady-state thermal conduction problem with a constant heat source term of 70 W/m3 (2 W/ft3). These conditions represent conservative assumptions because the thermal load will decrease with time as the radioactive waste decays. The temperature increase at the surface of the container was calculated to be about 3C (5.4F). In summary, previous analyses have shown that the average temperature increase in the WIPP repository caused by radioactive decay of the emplaced CH- and RH-TRU waste will be less than 2C (3.6F). Temperature increases of about 3C (5.4F) may occur in the vicinity of RH-TRU containers with the highest allowable thermal load of about 60 W (based on the maximum allowable surface dose equivalent for RH-TRU containers). Potential heat generation from nuclear criticality is discussed in  HYPERLINK \l "SCR-6_2_1_4" Section  REF _Ref211665784 \r \h SCR-6.2.1.4 and exothermic reactions and the effects of repository temperature changes on mechanics are discussed in the set of FEPs grouped as W29, W30, W31, W72, and W73 ( HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1). These FEPs have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Additionally, WIPP transportation restrictions and WIPP design basis loading configurations do not allow the thermal load of the WIPP to exceed 10 kW/acre ( HYPERLINK "../../references/Others/US_Nuclear_Regulatory_Commission_2006_RH_72B_Certificate_of_Compliance_9212.pdf" NRC 2002). Transportation requirements restrict the thermal load from RH-TRU waste containers to no more than 30W per container (NRC 2002). However, the limit on the surface dose equivalent rate of the RH-TRU containers (1,000 rem/hr) is more restrictive and equates to a thermal load of only about 60W per container. Based on the thermal loads permitted, the maximum temperature rise in the repository from radioactive decay heat should be less than 2C (3.6F). The previous FEPs screening arguments for the CCA used a bounding radioactivity heat load of 0.5 W/drum for the CH-TRU waste containers. With a total CH-TRU volume of 168,500m3 (~5,950,000 ft3) this corresponds to approximately 810,000 55-gal drum equivalents with a corresponding heat load of > 400 kW used for the CCA FEPs screening arguments. From Sanchez and Trellue ( HYPERLINK "../../references/Others/Sanchez_Trellue_1996_January_17_Estimation_of_Maximum_RH_TRU_ERMS231165.pdf" 1996), it can be seen that a realistic assessment of the heat load, based on radionuclide inventory data in the Transuranic Waste Baseline Inventory Report (TWBIR) is less than 100 kW. Thus the CCA FEPs incorporate a factor of safety of at least four, and heat loads from the CRA-2009 inventory would be even less. FEPs Number: W14 FEPs Title: Nuclear Criticality: Heat Screening Decision: SO-P Nuclear Criticality has been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_2" Appendix PA-2009, Section PA-2.2 states that the inventory used for the CRA-2009 PA is based on Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005). This is the same inventory used for the CRA-2004 PABC. Leigh, Trone, and Fox (2005) show that the disposal inventory of fissile material continues to decrease below that used for the CCA. Thus CRA-2009 criticality screening arguments are conservatively bounded by the previous CCA screening arguments ( HYPERLINK "../../references/Others/Rechard_et_al_1996_RNT1_Nuclear_Criticality_in_Near_Field_ERMS240818.pdf" Rechard et al. 1996,  HYPERLINK "../../references/Others/Rechard_et_al_2000_Consideration_of_Nuclear_Criticality_SAND99_2898.pdf" 2000, and  HYPERLINK "../../references/Others/Rechard_et_al_2001.pdf" 2001). Screening Argument Nuclear criticality refers to a sustained fission reaction that may occur if fissile radionuclides reach both a sufficiently high concentration and total mass (where the latter parameter includes the influence of enrichment of the fissile radionuclides). In the subsurface, the primary effect of a nuclear reaction is the production of heat. Nuclear criticality (near and far field) was eliminated from PA calculations for the WIPP for waste contaminated with TRU radionuclides. The probability for criticality within the repository is low (there are no mechanisms for concentrating fissile radionuclides dispersed amongst the waste). Possible mechanisms for concentration in the waste disposal region include high solubility, compaction, sorption, and precipitation. First, the maximum solubility of 239Pu in the WIPP repository, the most abundant fissile radionuclide, is orders of magnitude lower than necessary to create a critical solution. The same is true for 235U, the other primary fissile radionuclide. Second, the waste is assumed to be compacted by repository processes to one fourth its original volume. This compaction is still an order of magnitude too disperse (many orders of magnitude too disperse if neutron absorbers that prevent criticality (for example, 238U) are included). Third, any potential sorbents in the waste would be fairly uniformly distributed throughout the waste disposal region; consequently, concentration of fissile radionuclides in localized areas through sorption is improbable. Fourth, precipitation requires significant localized changes in brine chemistry; small local variations are insufficient to separate substantial amounts of 239Pu from other actinides in the waste disposal region (for example, 11 times more 238U is present than 239Pu). Criticality away from the repository (following an inadvertent human intrusion) has a low probability because (1) the amount of fissile material transported from the repository is small; (2) host rock media have small porosities (insufficient for the generation of a sizable precipitation zone); and (3) no credible mechanism exists for concentrating fissile material during transport (the natural tendency is for transported material to be dispersed). As discussed in the  HYPERLINK "../../references/CRA-2004/Chapter_6.pdf" \l "page=109" CRA-2004, Chapter 6.0, Section 6.4.6.2 and the  HYPERLINK "../../references/CRA-2004/Appendix_PA_Attachment_MASS.pdf" \l "page=63" CRA-2004, Appendix PA, Attachment MASS, Section MASS-15.0, the dolomite porosity consists of intergranular porosity, vugs, microscopic fractures, and macroscopic fractures. As discussed in the  HYPERLINK "../../references/CRA-2004/Chapter_6.pdf" \l "page=102" CRA-2004, Chapter 6.0, Section 6.4.5.2, porosity in the MBs consists of partially healed fractures that may dilate as pressure increases. Advective flow in both units occurs mostly through macroscopic fractures. Consequently, any potential deposition through precipitation or sorption is constrained by the depth to which precipitation and sorption occur away from fractures. This geometry is not favorable for fission reactions and eliminates the possibility of criticality. Thus nuclear criticality has been eliminated from PA calculations on the basis of low probability of occurrence. Additionally, screening arguments made in Rechard et al. ( HYPERLINK "../../references/Others/Rechard_et_al_1996_RNT1_Nuclear_Criticality_in_Near_Field_ERMS240818.pdf" 1996) are represented in greater detail in Rechard et al. ( HYPERLINK "../../references/Others/Rechard_et_al_2000_Consideration_of_Nuclear_Criticality_SAND99_2898.pdf" 2000,  HYPERLINK "../../references/Others/Rechard_et_al_2001.pdf" 2001). A major finding among the analysis results in the screening arguments is the determination that fissile material would need to be reconcentrated by three orders of magnitude in order to be considered in a criticality scenario. Because inventory estimates reported in Leigh, Trone and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005) are below that used in previous calculations, screening analyses for nuclear criticality are conservatively bounded by the previous CCA screening arguments (Rechard et al. 1996, 2000, and 2001). Radiological Effects on Material Properties FEP Numbers: W15, W16, W17, and W112 FEP Titles: Radiological Effects on Waste (W15) Radiological Effects on Containers (W16) Radiological Effects on Shaft Seals (W17) Radiological Effects on Panel Closures (W112) Screening Decision: SO-C Radiological Effects on the properties of the Waste, Containers, Shaft Seals, and Panel Closures have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information These FEPs have been retitled as a result of the FEPs analysis conducted for the Panel Closure Redesign planned change request (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006), and the screening arguments for these FEPs have been updated to include references to the radionuclide inventory used for CRA-2009 PA calculations. Screening Argument Ionizing radiation can change the physical properties of many materials. Strong radiation fields could lead to damage of waste matrices, brittleness of the metal containers, and disruption of any crystalline structure in the seals. The low level of activity of the waste in the WIPP is unlikely to generate a strong radiation field. According to the inventory data presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005), the overall activity for all TRU radionuclides has decreased from 3.44 ( 106 Ci reported in the CCA, to 2.48 ( 106 Ci in the CRA-2004, to 2.32 ( 106 Ci in the CRA-2009. This decrease will not change the original screening argument. Furthermore, PA calculations assume instantaneous container failure and waste dissolution according to the source-term model (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=105" CCA, Chapter 6.0, Section 6.4.3.4,  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=107" Section 6.4.3.5, and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=109" Section 6.4.3.6). Therefore, radiological effects on the properties of the waste, container, shaft seals, and panel closures have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Geological and Mechanical FEPs Excavation-Induced Changes FEP Numbers: W18 and W19 FEP Titles: Disturbed Rock Zone (W18) Excavation-Induced Change in Stress (W19) Screening Decision: UP Excavation-induced host rock fracturing through formation of a Disturbed Rock Zone and Changes in Stress are accounted for in PA calculations. Summary of New Information No new information has been identified relating to the screening of these two FEPs. Screening Argument Construction of the repository has caused local excavation-induced changes in stress in the surrounding rock as discussed in the  HYPERLINK "../../references/CCA/Chapter_3.pdf" \l "page=22" CCA, Chapter 3.0, Section 3.3.1.5. Excavation-induced changes in stress has led to failure of intact rock around the opening, creating a DRZ of fractures. On completion of the WIPP excavation, the extent of the induced stress field perturbation will be sufficient to have caused dilation and fracturing in the anhydrite layers a and b, MB 139, and, possibly, MB 138. The creation of the DRZ around the excavation and the disturbance of the anhydrite layers and MBs will alter the permeability and effective porosity of the rock around the repository, providing enhanced pathways for flow of gas and brine between the waste-filled rooms and the nearby interbeds. This excavation-induced, host-rock fracturing is accounted for in PA calculations (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=118" CCA, Chapter 6.0, Section 6.4.5.3). The DRZ around repository shafts and panel closures could provide pathways for flow from the repository to hydraulically conductive units above the repository horizon. The effectiveness of long-term shaft seals and panel closures are dependent upon providing sufficient backstress for salt creep to heal the DRZ around them, so that connected flow paths out of the repository horizon will cease to exist. These factors are considered in the current designs. FEP Numbers: W20 and W21 FEP Titles: Salt Creep (W20) Change in the Stress Field (W21) Screening Decision: UP  SEQ CHAPTER \h \r 1Salt Creep in the Salado and any resultant Changes in the Stress Field are accounted for in PA calculations. Summary of New Information No new information has been identified relating to these two FEPs. Screening Argument Salt creep will lead to changes in the stress field, compaction of the waste and containers, and consolidation of the long-term components of the sealing system. It will also tend to close fractures in the DRZ, leading to reductions in porosity and permeability, increases in pore fluid pressure, and reductions in fluid flow rates in the repository. Salt creep in the Salado is accounted for in PA calculations (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=97" CCA, Chapter 6.0, Section 6.4.3.1). The long-term repository seal system relies on the consolidation of the crushed-salt seal material and healing of the DRZ around the shaft seals and panel closures to achieve a low permeability under stresses induced by salt creep. Shaft seal and panel closure performance is discussed further in  HYPERLINK \l "SCR-6_3_5_1" Section  REF _Ref211665854 \r \h SCR-6.3.5.1 (FEPs W36, W37, W113, and W114). FEP Number: W22 FEP Title: Roof Falls Screening Decision: UP The potential effects of Roof Ralls on flow paths are accounted for in PA calculations. Summary of New Information No new information has been identified relating to this FEP. Screening Argument Instability of the DRZ could lead to localized roof falls in the first few hundred years. If instability of the DRZ causes roof falls, development of the DRZ may be sufficient to disrupt the anhydrite layers above the repository, which may create a zone of rock containing anhydrite extending from the interbeds toward a waste-filled room. Fracture development is most likely to be induced as the rock stress and strain distributions evolve because of creep. In the long term, the effects of roof falls in the repository are likely to be minor because salt creep will reduce the void space and the potential for roof falls as well as promote healing of any roof material that has fallen into the rooms. However, because of uncertainty in the process by which the disposal room DRZ heals, the flow model used in PA assumes that a higher permeability zone remains for the long term. Thus the potential effects of roof falls on flow paths are accounted for in PA calculations through appropriate ranges of the parameters describing the DRZ. FEP Numbers: W23 and W24 FEP Titles: Subsidence (W23) Large Scale Rock Fracturing (W24) Screening Decision(s): SO-C (W23) SO-P (W24) Fracturing within units overlying the Salado and surface displacement caused by Subsidence associated with repository closure have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The potential for excavation- or repository-induced Subsidence to create Large Scale Rock Fracturing and fluid flow paths between the repository and units overlying the Salado has been eliminated from PA calculations on the basis of the low probability of occurrence over 10,000 years. Summary of New Information Continuous survey data, reported annually, reaffirm that subsidence is minimal and near the accuracy of the survey itself (see annual COMPs reports in  HYPERLINK "../Appendix_DATA/Appendix_DATA.htm" Appendix DATA2009). Screening Argument Instability of the DRZ could lead to localized roof falls in the first few hundred years. If instability of the DRZ causes roof falls, development of the DRZ may be sufficient to disrupt the anhydrite layers above the repository, which may create a zone of rock containing anhydrite extending from the interbeds toward a waste-filled room. Fracture development is most likely to be induced as the rock stress and strain distributions evolve because of creep and the local lithologies. In the long term, the effects of roof falls in the repository are likely to be minor because salt creep will reduce the void space and the potential for roof falls as well as promote healing of any roof material that has fallen into the rooms. Because of uncertainty in the process by which the disposal room DRZ heals, the flow model used in PA assumed that a higher-permeability zone remained for the long term. The CCA PAVT modified the DRZ permeability to a sampled range. Thus the potential effects of roof falls on flow paths are accounted for in PA calculations through appropriate ranges of the parameters describing the DRZ. The amount of subsidence that can occur as a result of salt creep closure or roof collapse in the WIPP excavation depends primarily on the volume of excavated rock, the initial and compressed porosities of the various emplaced materials (waste, backfill, panel and drift closures, and seals), the amount of inward creep of the repository walls, and the gas and fluid pressures within the repository. The DOE ( HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" Westinghouse 1994) has analyzed potential excavation-induced subsidence with the primary objective of determining the geomechanical advantage of backfilling the WIPP excavation. The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=50"Westinghouse 1994, pp. 3-4 through 3-23) used mass conservation calculations, the influence function method, the National Coal Board empirical method, and the two-dimensional, finite-difference-code, Fast Lagrangian Analysis of Continua (FLAC) to estimate subsidence for conditions ranging from no backfill to emplacement of a highly compacted crushed-salt backfill. The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=38"Westinghouse 1994, pp. 2-17 to 2-23) also investigated subsidence at potash mines located near the WIPP site to gain insight into the expected subsidence conditions at the WIPP and to calibrate the subsidence calculation methods. Subsidence over potash mines will be much greater than subsidence over the WIPP because of the significant differences in stratigraphic position, depth, extraction ratio, and layout. The WIPP site is located stratigraphically lower than the lowest potash mine, which is near the base of the McNutt. At the WIPP site, the base of the McNutt is about 150 m (490 ft) above the repository horizon. The WIPP rock extraction ratio in the waste disposal region will be about 22%, as compared to 65% for the lowest extraction ratios within potash mines investigated by the DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=38"Westinghouse 1994, p. 217). The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=43"Westinghouse 1994, p. 2-22) reported the maximum total subsidence at potash mines to be about 1.5 m (5 ft). This level of subsidence has been observed to have caused surface fractures. However, the DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=44"Westinghouse 1994, p. 2-23) found no evidence that subsidence over potash mines had caused fracturing sufficient to connect the mining horizon to water-bearing units or the land surface. The level of disturbance caused by subsidence above the WIPP repository will be less than that associated with potash mining and thus, by analogy, will not create fluid flow paths between the repository and the overlying units. The various subsidence calculation methods used by the DOE (Westinghouse 1994, pp. 3-4 to 323) provided similar and consistent results, which support the premise that subsidence over the WIPP will be less than subsidence over potash mines. Estimates of maximum subsidence at the land surface for the cases of no backfill and highly compacted backfill are 0.62 m (2 ft) and 0.52m (1.7 ft), respectively. The mass conservation method gave the upper bound estimate of subsidence in each case. The surface topography in the WIPP area varies by more than 3 m (10ft), so the expected amount of repository-induced subsidence will not create a basin, and will not affect surface hydrology significantly. The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=78"Westinghouse 1994, Table 3-13) also estimated subsidence at the depth of the Culebra using the FLAC model for the case of an empty repository (containing no waste or backfill). The FLAC analysis assumed the Salado to be halite and the Culebra to have anhydrite material parameters. Maximum subsidence at the Culebra was estimated to be 0.56 m (1.8 ft). The vertical strain was concentrated in the Salado above the repository. Vertical strain was less than 0.01% in units overlying the Salado and was close to zero in the Culebra (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=120"Westinghouse 1994, Figure 340). The maximum horizontal displacement in the Culebra was estimated to be 0.02 m (0.08ft), with a maximum tensile horizontal strain of 0.007%. The DOE (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=133"Westinghouse 1994, 4-1 to 4-2) concluded that the induced strains in the Culebra will be uniformly distributed because no large-scale faults or discontinuities are present in the vicinity of the WIPP. Furthermore, strains of this magnitude would not be expected to cause extensive fracturing. At the WIPP site, the Culebra transmissivity varies spatially over approximately five orders of magnitude (see  HYPERLINK "../Appendix_TFIELD/Appendix_TFIELD.htm" \l "Figure_TFIELD-64" Appendix TFIELD2009, Figure TFIELD-64). Where transmissive horizontal fractures exist, hydraulic conductivity in the Culebra is dominated by flow through the fractures. An induced tensile vertical strain may result in an increase in fracture aperture and corresponding increases in hydraulic conductivity. The magnitude of increase in hydraulic conductivity can be estimated by approximating the hydrological behavior of the Culebra with a simple conceptual model of fluid flow through a series of parallel fractures with uniform properties. A conservative estimate of the change in hydraulic conductivity can be made by assuming that all the vertical strain is translated to fracture opening (and none to rock expansion). This method for evaluating changes in hydraulic conductivity is similar to that used by the EPA in estimating the effects of subsidence caused by potash mining ( HYPERLINK "../../references/Others/Peake_1996_Examination_of_Mining_and_Hydraulic_Conductivity_ERMS241239.pdf" Peake 1996,  HYPERLINK "../../references/Others/EPA_1996_Background_Information_Document_for_40CFR194.pdf" U.S. Environmental Protection Agency 1996c). The equivalent porous medium hydraulic conductivity, K (m/s), of a system of parallel fractures can be calculated assuming the cubic law for fluid flow ( HYPERLINK "../../references/Others/ERMS238853.pdf" Witherspoon et al. 1980):  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 10) where w is the fracture aperture,  is the fluid density (taken to be 1,000 kg/m3), g is the acceleration due to gravity (9.81 m/s2 (32 ft) per second squared),  is the fluid viscosity (taken as 0.001 pascal seconds), D is the effective Culebra thickness (7.7 m (26.3 ft)), and N is the number of fractures. For 10 fractures with a fracture aperture, w, of 6 10(5 m (2 ( 10(4 ft), the Culebra hydraulic conductivity, K, is approximately 7 m per year (2 10(7 m (6.5 ( 10(7 ft) per second). The values of the parameters used in this calculation are within the range of those expected for the Culebra at the WIPP site ( HYPERLINK "../Appendix_TFIELD/Appendix_TFIELD.htm" Appendix TFIELD2009). The amount of opening of each fracture as a result of subsidence-induced tensile vertical strain, , (assuming rigid rock), is D/N meters. Thus, for a vertical strain of 0.0001, the fracture aperture, w, becomes approximately 1.4 10(4 m. The Culebra hydraulic conductivity, K, then increases to approximately 85 m (279 ft) per year (2.7 10-6 m (8.9 ( 10(6 ft) per second). Thus, on the basis of a conservative estimate of vertical strain, the hydraulic conductivity of the Culebra may increase by an order of magnitude. In PA calculations, multiple realizations of the Culebra T fields are generated as a means of accounting for spatial variability and uncertainty (Appendix TFIELD2009). A change in hydraulic conductivity of one order of magnitude through vertical strain is within the range of uncertainty incorporated in the Culebra T fields through these multiple realizations. Thus changes in the horizontal component of Culebra hydraulic conductivity resulting from repository-induced subsidence have been eliminated from PA calculations on the basis of low consequence. A similar calculation can be performed to estimate the change in vertical hydraulic conductivity in the Culebra as a result of a horizontal strain of 0.00007 m/m (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=66"Westinghouse 1994, p. 3-20). Assuming this strain to be distributed over about 1,000 fractures (neglecting rock expansion), with zero initial aperture, in a lateral extent of the Culebra of about 800 m (2,625 ft) (HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" \l "page=119"Westinghouse 1994, Figure 3-39), then the subsidence-induced fracture aperture is approximately 6 10(5 m (1.9 ( 10(4 ft). Using the values for , g, and , above, the vertical hydraulic conductivity of the Culebra can then be calculated, through an equation similar to above, to be 7 m (23 ft) per year (2 10-7 m (6.5 ( 10(7 ft) per second). Thus vertical hydraulic conductivity in the Culebra may be created as a result of repository-induced subsidence, although this is expected to be insignificant. In summary, as a result of observations of subsidence associated with potash mines in the vicinity of the WIPP, the potential for subsidence to create fluid flow paths between the repository and units overlying the Salado has been eliminated from PA calculations on the basis of low probability. The effects of repository-induced subsidence on hydraulic conductivity in the Culebra have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Effects of Fluid Pressure Changes FEP Numbers: W25 and W26 FEP Titles: Disruption Due to Gas Effects (W25) Pressurization (W26) Screening Decision: UP  SEQ CHAPTER \h \r 1The mechanical effects of gas generation through Pressurization and Disruption Due to Gas Effects flow are accounted for in PA calculations. Summary of New Information No new information has been identified relating to these FEPs. Screening Argument The mechanical effects of gas generation, including the slowing creep closure of the repository because of gas pressurization and the fracturing of interbeds in the Salado through disruption due to gas effects are accounted for in PA calculations (the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=116" CCA, Chapter 6.0, Section 6.4.5.2 and  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=97" Section 6.4.3.1). Effects of Explosions FEP Number: W27 FEP Title: Gas Explosions Screening Decision: UP The potential effects of Gas Explosions are accounted for in PA calculations. Summary of New Information No new information has been identified related to this FEP. Screening Argument Explosive gas mixtures could collect in the head space above the waste in a closed panel. The most explosive gas mixture potentially generated will be a mixture of hydrogen, methane (CH4), and oxygen, which will convert to CO2 and water on ignition. This means that there is little likelihood of a gas explosion in the long term because the rooms and panels are expected to become anoxic and oxygen depleted. Compaction through salt creep will also greatly reduce any void space in which the gas can accumulate. Analysis (see the HYPERLINK "../../references/CRA-2004/Appendix_BARRIERS.pdf"CRA-2004, Appendix BARRIERS, Attachment PCS) indicates that the most explosive mixture of hydrogen, CH4, and oxygen will be present in the void space approximately 20 years after panel-closure emplacement. This possibility of an explosion prior to the occurrence of anoxic conditions is considered in the design of the operational panel closure. The effect of such an explosion on the DRZ is expected to be no more severe than a roof fall, which is accounted for in the PA calculations ( HYPERLINK \l "SCR-6_3_1_3" FEP W22). FEP Number: W28 FEP Title: Nuclear Explosions Screening Decision: SO-P Nuclear Explosions have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information This FEP has been updated to include the most recent inventory information as presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005). Screening Argument Nuclear explosions have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. For a nuclear explosion to occur, a critical mass of Pu would have to undergo rapid compression to a high density. Even if a critical mass of Pu could form in the system, there is no mechanism for rapid compression. Inventory information used for the CCA, the CRA-2004, and the CRA-2009 are presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005). The updated inventory information for the CRA2009 shows a reduction of TRU radionuclides from previous estimates. Thus current criticality screening arguments are conservatively bounded by the previous CCA screening arguments ( HYPERLINK "../../references/Others/Rechard_et_al_1996_RNT1_Nuclear_Criticality_in_Near_Field_ERMS240818.pdf" Rechard et al. 1996,  HYPERLINK "../../references/Others/Rechard_et_al_2000_Consideration_of_Nuclear_Criticality_SAND99_2898.pdf" 2000, and  HYPERLINK "../../references/Others/Rechard_et_al_2001.pdf" 2001). Thermal Effects FEP Numbers: W29, W30, W31, W72, and W73 FEP Titles: Thermal Effects on Material Properties (W29) Thermally-Induced Stress Changes (W30) Differing Thermal Expansion of Repository Components (W31) Exothermic Reactions (W72) Concrete Hydration (W73) Screening Decision: SO-C The effects of Thermally-Induced Stress, Differing Thermal Expansion of Repository Components, and Thermal Effects on Material Properties in the repository have been eliminated from PA calculations on the basis of low consequence to performance of the disposal system. The thermal effects of Exothermic Reactions, including Concrete Hydration, have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information This FEP has been updated to include the most recent inventory information as presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005). Thermal calculations have been updated with the updated quantities of reactants and provided below. Screening Argument Thermally induced stress could result in pathways for groundwater flow in the DRZ, in the anhydrite layers and MBs, and through seals, or it could enhance existing pathways. Conversely, elevated temperatures will accelerate the rate of salt creep and mitigate fracture development. Thermal expansion could also result in uplift of the rock and ground surface overlying the repository, and thermal buoyancy forces could lift the waste upward in the salt rock. The distributions of thermal stress and strain changes depend on the induced temperature field and the differing thermal expansion of components of the repository, which depends on the components elastic properties. Thermal effects on material properties (such as permeability and porosity) could potentially affect the behavior of the repository. Exothermic reactions in the WIPP repository include MgO hydration, MgO carbonation, aluminum (Al) corrosion, and cement hydration ( HYPERLINK "../../references/Others/Bennett_Wang_Hicks_to_Distribution_1996_August_20_An_Evaluation_ERMS240635.pdf" Bennett et al. 1996). Wang ( HYPERLINK "../../references/Others/Wang_to_Distribution_1996_May_9_Evaluation_of_the_Thermal_Effect_of_MgO_ERMS237743.pdf" 1996) has shown that the temperature rise by an individual reaction is proportional to  EMBED Equation.3 , where V is the maximum rate of brine inflow into a waste panel for a reaction limited by brine inflow (or a specified maximum reaction rate for a reaction limited by its own kinetics) and M is the quantity of the reactant. MgO hydration, cement hydration, and Al corrosion are assumed to be limited by brine inflow because they all consume water and have high reaction rates. The amounts of reactants are tabulated in  HYPERLINK \l "Table_SCR-4"  REF _Ref207935933 \h Table SCR-4. Table SCR- SEQ Table_SCR- \* ARABIC 4. Changes in Inventory Quantities from the CCA to the CRA-2009 InventoryCCACRA-2004CRA-2009MgO (tons)85,600a72,760 (because of the elimination of mini-sacks)a59,385eCellulosics (tons)5,940b8,120c8,907fPlastics (tons)3,740b8,120c10,180fRubber (tons)1,100b1,960c1,885fAluminum alloys (tons)1,980b1,960c2,030fCement (tons)8,540b9,971d13,888ga U.S. Department of Energy ( HYPERLINK "../../references/Others/DOE_2000_MgO_Minisack_Elimination_Proposal.pdf" 2000a) b U.S. Department of Energy ( HYPERLINK "../../references/Others/DOE_1996_TRU_Waste_Baseline_Inventory_Report_Rev3_ERMS242330.pdf" 1996b). Only CH-TRU wastes are considered. Total volume of CH-TRU wastes is 1.1 ( 105 m3. This is not scaled to WIPP disposal volume. c  HYPERLINK "../../references/CRA-2004/Appendix_DATA_Attachment_F.pdf" CRA-2004 Appendix DATA, Attachment F. Only CH-TRU wastes are considered. Total volume of CH-TRU waste is 1.4 105 m3. This is not scaled to WIPP disposal volume. d This estimate is derived from data in Leigh ( HYPERLINK "../../references/Others/Leigh_2003_Estimate_of_Portland_Cement_in_TRU_Waste_ERMS531562.pdf" 2003) includes both reacted and unreacted cement. (1.2 107 kg ( 1.4 105/168485/1000 kg/ton = 9971 tons cement). e This estimate is derived by assuming that Panel 1 has an MgO excess factor of 1.95, three panel equivalents have a 1.67 excess factor, and the remaining 6 panel equivalents have a 1.2 excess factor, resulting in a 1.416 projected excess factor for a full repository. The projected excess factor is then multiplied by the equivalent cellulose value of 28,098 (40.3/27) (the MgO molar ratio). f This value is derived using material densities reported in Leigh et al., ( HYPERLINK "../../references/Others/Leigh_et_al_2004_CRA_PABC_rev0_ERMS541521.pdf" 2005a) and total CH-TRU waste volume (1.45 105 m3 reported in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005)). g This value is derived from data in Leigh (2003) and Leigh, Trone, and Fox (2005). ((1.2 107 kg) 39/29 (1.45 105)/168485/1000 kg/ton = 13,888 tons cement). Similarly, MgO carbonation, which consumes CO2, is limited by CO2 generation from microbial degradation. Given a biodegradation rate constant, the total CO2 generated per year is proportional to the total quantity of biodegradable materials in the repository. Using the computational methods in Wang and Brush ( HYPERLINK "../../references/Others/Wang_and_Brush_to_Tierney_1996_January_26_Estimates_of_Gas_Generation_Parameters_ERMS231943.pdf" 1996a and  HYPERLINK "../../references/Others/Wang_Brush_to_Tierney_1996_February_23_Modify_the_Stoichiometric_Factory_in_BRAGFLO.pdf" 1996b), the inventory of biodegradable materials has been changed from 23,884 (8,120 + 1.7 ( 8,120 + 1,960) tons for the CRA-2004 to 28,098 (8,907 + 1.7 ( 10,180 + 1,885) tons of equivalent cellulosics for the CRA-2009.1 This increase in biodegradable materials corresponds to a proportional increase in CO2 generation. For MgO carbonation and microbial degradation, the calculated temperature rises have been updated for the changes in both microbial gas generation and waste inventory and are presented in  HYPERLINK \l "Table_SCR-5"  REF _Ref207936001 \h Table SCR-5. Temperature rises (oC) by exothermic reactions are revised as follows: CCA conditions following a drilling event show that Al corrosion could, at most, result in a short-lived (two years) temperature increase of about 6C (10.8F) above ambient room temperature (about 27C (80F)) ( HYPERLINK "../../references/Others/Bennett_Wang_Hicks_to_Distribution_1996_August_20_An_Evaluation_ERMS240635.pdf" Bennett et al. 1996). A temperature rise of 6C (10.8F) represented the maximum that could occur as a result of any combination of exothermic reactions occurring simultaneously. Revised maximum temperature rises by exothermic reactions for CRA-2009 are still less than 10C (18F) (as shown in  REF _Ref207936001 \h Table SCR-5). Such small temperature changes cannot affect material properties. Thus thermal effects on material properties in the repository have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Table SCR- SEQ Table_SCR- \* ARABIC 5. CCA and CRA Exothermic Temperature Rises ReactantCCAaCRA-2004aCRA-2009aMgO hydration< 4.5< 4.7< 4.2MgO carbonation< 0.6< 0.7< 0.6Microbial degradation< 0.8< 1.4< 1.5Aluminum corrosion< 6.0< 6.8< 6.9Cement hydration< 2.0< 2.5< 3.0a All values are in degrees Celsius. All potential sources of heat and elevated temperature have been evaluated and found not to produce high enough temperature changes to affect the repositorys performance. Sources of heat within the repository include radioactive decay and exothermic chemical reactions such as backfill hydration and metal corrosion. The rates of these exothermic reactions are limited by the availability of brine in the repository. Concrete hydration in the seals is a significant source of heat, but it is relatively short-lived (HYPERLINK "../../references/Others/Loken_1994_SMC_Thermal_Calculations_ERMS242834.pdf"Loken 1994 and HYPERLINK "../../references/Others/Loken_Chen_1994_Rock_Mechanics_of_SMC_ERMS242835.pdf"Loken and Chen 1994). Energy released by the hydration of the seal concrete could raise the temperature of the concrete to approximately 53C (127F), and that of the surrounding salt to approximately 38C (100F), one week after seal emplacement. Elevated temperatures will persist for a short period of time, perhaps a few years or a few decades. The thermal stresses from these temperatures and the temperatures in the concrete itself have been calculated to be below the design compressive strength for the concrete. Thus thermal stresses should not degrade the long-term performance of the seals. In general, the various sources of heat do not appear to be great enough to jeopardize the performance of the disposal system. Mechanical Effects on Material Properties FEP Numbers: W32, W36, W37, W39, W113, and W114 FEP Titles: Consolidation of Waste (W32) Consolidation of Shaft Seals (W36) Mechanical Degradation of Shaft Seals (W37) Underground Boreholes (W39) Consolidation of Panel Closures (W113) Mechanical Degradation of Panel Closures (W114) Screening Decision: UP Consolidation of Waste is accounted for in PA calculations. Consolidation of Shaft Seals and Panel Closures and Mechanical Degradation of Shaft Seals and Panel Closures are accounted for in PA calculations. Flow through isolated, unsealed Underground Boreholes is accounted for in PA calculations. Summary of New Information The titles of W36 and W37 have been modified to specifically apply to shaft seals. New FEPs W113, Consolidation of Panel Closures, and W114, Mechanical Degradation of Panel Closures, have been added to comprehensively address these repository components. These changes were made as a result of the FEPs analysis conducted for the Panel Closure Redesign planned change request (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006). Screening Argument Consolidation of waste is accounted for in PA calculations in the modeling of creep closure of the disposal room ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_3" Appendix PA2009, Section PA-4.2.3). Consolidation of shaft seals, consolidation of panel closures, mechanical degradation of shaft seals, and mechanical degradation of panel closures are accounted for in PA calculations through the permeability ranges assumed for the seal and closure systems ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_7" Appendix PA2009, Section PA-4.2.7 and  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA_4_2_8" Section PA-4.2.8). The site investigation program has also involved the drilling of boreholes from within the excavated part of the repository. Following their use for monitoring or other purposes, these underground boreholes will be sealed where practical, and salt creep will also serve to consolidate the seals and to close the boreholes. Any boreholes that remain unsealed will connect the repository to anhydrite interbeds within the Salado, and thus provide potential pathways for radionuclide transport. PA calculations account for fluid flow to and from the interbeds by assuming that the DRZ has a permanently enhanced permeability that allows flow of repository brines into specific anhydrite layers and interbeds. This treatment is also considered to account for the effects of any unsealed boreholes. FEP Number: W33 FEP Title: Movement of Containers Screening Decision: SO-C Movement of Containers has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information The FEP description has been updated to reflect new waste inventory data. Screening Argument Movement of waste containers placed in salt may occur as a result of two buoyancy mechanisms ( HYPERLINK "../../references/Others/Dawson_Tillerson_1978_Nuclear_Waste_Canister_Thermally_SAND78_0566.pdf" Dawson and Tillerson 1978): (1) the density contrast between the waste container and the surrounding salt, and (2) the temperature contrast between a salt volume that includes a heat source and the surrounding unheated salt. When the density of the waste container is greater than the density of the surrounding salt, the container sinks relative to the salt, whereas when the salt density is greater than the container density, the container rises relative to the salt. Similarly, when a discrete volume of salt within a large salt mass is heated, the heat raises the temperature of the discrete volume above that of the surrounding salt, thereby inducing density contrasts and buoyant forces that initiate upward flow of the heated salt volume. In a repository setting, the source of the heat may be radioactive decay of the waste itself or exothermic reactions of the backfill materials and waste constituents, e.g., MgO hydration, MgO carbonation, Al corrosion, cement hydration, and calcium oxide hydration. For the CCA, the density of the compacted waste and the grain density of the halite in the Salado were assumed to be 2,000 kg/m3 and 2,163 kg/m3, respectively. Because this density contrast is small, the movement of containers relative to the salt was considered minimal, particularly when drag forces on the waste containers were also considered. In addition, vertical movement initiated in response to thermally induced density changes for high-level waste containers of a similar density to those at the WIPP were calculated to be approximately 0.35 m (1.1 ft) (HYPERLINK "../../references/Others/Dawson_Tillerson_1978_Nuclear_Waste_Canister_Thermally_SAND78_0566.pdf" \l "page=23"Dawson and Tillerson 1978, p. 22). This calculated movement was considered conservative, given that containers at the WIPP will generate much less heat and will, therefore, move less. As a result, container movement was eliminated from PA calculations on the basis of low consequences to the performance of the disposal system. The calculations performed for the DOE ( HYPERLINK "../../references/CCA/CCA.htm" U.S. Department of Energy 1996a) were based on estimates of the waste inventory. However, with the initiation of waste disposal, actual waste inventory is tracked and future waste stream inventories have been refined. Based on an evaluation of these data, two factors may affect the conclusions reached in DOE (U.S. Department of Energy 1996a) concerning container movement. The first factor is changes in density of the waste form. According to CRA-2009 inventory data ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" Leigh, Trone, and Fox 2005), the waste density has changed only slightly since that anticipated for the CCA (see  HYPERLINK "../../references/Others/Leigh_et_al_2004_CRA_PABC_rev0_ERMS541521.pdf" Leigh et al. 2005a, Table 9). Some future waste streams may, however, be more highly compacted, perhaps having a density roughly three times greater than that assumed in the CCA, while others may be less dense. In calculations of container movement, Dawson and Tillerson (1978, p. 22) varied container density by nearly a factor of 3 (from 2,000 kg/m3 (125 lb/ft3) to 5,800 kg/m3 (362 lb/ft3)) and found that an individual dense container could move vertically as much as about 28 m (92 ft). Given the geologic environment of the WIPP, a container would likely encounter a dense stiff unit (such as an anhydrite stringer) that would arrest further movement far short of this upper bound; however, because of the massive thickness of the Salado salt, even a movement of 28 m (92 ft) would have little impact on performance. The second inventory factor that could affect container movement is the composition of the waste (and chemical buffer) relative to its heat production. Radioactive decay, nuclear criticality, and exothermic reactions are three possible sources of heat in the WIPP repository. According to Leigh, Trone, and Fox (2005), the TRU radionuclide inventory has decreased from 3.44 ( 106 Ci reported in the CCA, to 2.48 ( 106 Ci in the CRA-2004, to 2.32 ( 106 Ci in the CRA-2009. Such a small change will not result in a significant deviation from the possible temperature rise predicted in the CCA. Additionally, and as shown in  HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1 (FEPs W72 and W73), temperature rises from exothermic reactions are quite small (see  HYPERLINK \l "Table_SCR-5"  REF _Ref207936001 \h Table SCR-5). Note that the revised maximum temperature increases caused by exothermic reactions are still less than 10C (18F). Based on the small differences between the temperature and density assumed in the CCA and those determined using new inventory data (Leigh, Trone, and Fox 2005), the conclusion about the importance of container movement reported in the CCA will not be affected, even when more highly compacted future waste streams are considered. The effects of the revised maximum temperature rise and higher-density future waste streams on container movement are competing factors (high-density waste will sink, whereas the higher-temperature waste-salt volume will rise) that may result in even less movement. Therefore, movement of waste containers has been eliminated from PA calculations on the basis of low consequence. FEP Number: W34 FEP Title: Container Integrity Screening Decision: SO-C Beneficial Container Integrity has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information has been identified relating to this FEP. Screening Argument Container integrity is required only for waste transportation. Past PA calculations show that a significant fraction of steel and other Fe-base materials will remain undegraded over 10,000 years (see, for example,  HYPERLINK "../../references/Others/Helton_et_al_1998_Uncertainty_Sensitivity_Analysis_Results_SAND98_0365.pdf" Helton et al. 1998). In addition, it is assumed in both CCA and CRA2004 calculations that there is no microbial degradation of plastic container materials in 75% of PA realizations ( HYPERLINK "../../references/Others/Wang_and_Brush_to_Tierney_1996_January_26_Estimates_of_Gas_Generation_Parameters_ERMS231943.pdf" Wang and Brush 1996). All these undegraded container materials will (1) prevent the contact between brine and radionuclides; and (2) decrease the rate and extent of radionuclide transport because of high tortuosity along the flow pathways and, as a result, increase opportunities for metallic iron and corrosion products to beneficially reduce radionuclides to lower oxidation states. Therefore, container integrity can be eliminated on the basis of its beneficial effect on retarding radionuclide transport. PA assumes instantaneous container failure and waste dissolution according to the source-term model. FEP Number: W35 FEP Title: Mechanical Effects of Backfill Screening Decision: SO-C The Mechanical Effects of Backfill have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information In February 2008, the EPA approved a reduction in the minimum amount of MgO to be placed in the repository ( HYPERLINK "../../references/Others/Reyes_to_Moody_2008_February_11_Approval_of_the_DOE_request_to_decrease_excess_MgO.pdf" Reyes 2008). This reduction is described fully in  HYPERLINK "../Appendix_MgO/Appendix_MgO.htm" Appendix MgO2009. While this reduction is important to WIPP operations, it has no bearing on PA calculations and the screening decisions and arguments for FEPs that are related to backfill, buffers, and barriers. Screening Argument The chemical conditioners or backfill added to the disposal room will act to resist creep closure. However, calculations have shown that because of the high porosity and low stiffness of the waste and the high waste to potential backfill volume, inclusion of backfill does not significantly decrease the total subsidence in the waste emplacement area or disposal room ( HYPERLINK "../../references/Others/Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf" Westinghouse 1994). In 2001, the DOE eliminated MgO mini-sacks from the repository, reducing the total inventory from 85,600 short tons to 74,000 short tons, which reduced the potential backfill volume (HYPERLINK "../../references/Others/EPA_2001_Approval_of_Elimination_of_Minisacks.pdf"U.S. Environmental Protection Agency 2001). More recently, the required amount of MgO has been further reduced (see  HYPERLINK "../Appendix_MgO/Appendix_MgO.htm" Appendix MgO2009 and  HYPERLINK "../../references/Others/Reyes_to_Moody_2008_February_11_Approval_of_the_DOE_request_to_decrease_excess_MgO.pdf" Reyes [2008]). Therefore, the mechanical effects of backfill have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Subsurface Hydrological and Fluid Dynamic FEPs Repository-Induced Flow FEP Numbers: W40 and W41 FEP Titles: Brine Inflow (W40) Wicking (W41) Screening Decision: UP Two-phase brine and gas flow and capillary rise (wicking) in the repository and the Salado are accounted for in PA calculations. Summary of New Information No new information has been identified related to these FEPs. Screening Argument Brine inflow to the repository may occur through the DRZ, impure halite, anhydrite layers, or clay layers. Pressurization of the repository through gas generation could limit the amount of brine that flows into the rooms and drifts. Two-phase flow of brine and gas in the repository and the Salado is accounted for in PA calculations ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2" Appendix PA2009, Section PA-4.2). Capillary rise (or wicking) is a potential mechanism for liquid migration through unsaturated zones in the repository. Capillary rise in the waste material could affect gas generation rates, which are dependent on water availability. Potential releases caused by drilling intrusion are also influenced by brine saturations and therefore by wicking. Capillary rise is therefore accounted for in PA calculations (Appendix PA2009, Section PA-4.2). Effects of Gas Generation FEP Number: W42 FEP Title: Fluid Flow Due to Gas Production Screening Decision: UP  SEQ CHAPTER \h \r 1Fluid Flow Due to Gas Production in the repository and the Salado is accounted for in PA calculations. Summary of New Information No new information has been identified related to this FEP. Screening Argument Pressurization of the repository through gas generation could limit the amount of brine that flows into the rooms and drifts. Gas may flow from the repository through the DRZ, impure halite, anhydrite layers, or clay layers. The amount of water available for reactions and microbial activity will impact the amounts and types of gases produced (W44 through W55,  HYPERLINK \l "SCR-6_5_1_1" Section  REF _Ref212800069 \r \h SCR-6.5.1.1,  HYPERLINK \l "SCR-6_5_1_2" Section  REF _Ref223331272 \r \h SCR-6.5.1.2,  HYPERLINK \l "SCR-6_5_1_3" Section  REF _Ref223331276 \r \h SCR-6.5.1.3,  HYPERLINK \l "SCR-6_5_1_4" Section  REF _Ref223331279 \r \h SCR-6.5.1.4,  HYPERLINK \l "SCR-6_5_1_5" Section  REF _Ref223331283 \r \h SCR-6.5.1.5,  HYPERLINK \l "SCR-6_5_1_6" Section  REF _Ref223331285 \r \h SCR-6.5.1.6,  HYPERLINK \l "SCR-6_5_1_7" Section  REF _Ref223331288 \r \h SCR-6.5.1.7,  HYPERLINK \l "SCR-6_5_1_8" Section  REF _Ref223331292 \r \h SCR-6.5.1.8,and  HYPERLINK \l "SCR-6_5_1_9" Section  REF _Ref212800946 \r \h SCR-6.5.1.9). Gas generation rates, and therefore repository pressure, may change as the water content of the repository changes. Pressure changes and fluid flow due to gas production in the repository and the Salado are accounted for in PA calculations through modeling the two-phase flow ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2" Appendix PA2009, Section PA-4.2). Thermal Effects FEP Number: W43 FEP Title: Convection Screening Decision: SO-C Convection has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified relative to the screening of this FEP. Screening Argument Temperature differentials in the repository could initiate convection. The resulting thermally induced brine flow or thermally-induced, two-phase flow could influence contaminant transport. Thermal gradients in the disposal rooms could potentially drive the movement of water vapor. For example, temperature increases around waste located at the edges of the rooms could cause evaporation of water entering from the DRZ. This water vapor could condense on cooler waste containers in the rooms and could contribute to brine formation, corrosion, and gas generation. The characteristic velocity, Vi, for convective flow of fluid component I in an unsaturated porous medium is given by (from  HYPERLINK "../../references/Others/Hicks_1996_Thermal_Convection_Effects_of_Thermal-Gradients_ERMS411687.pdf" Hicks 1996)  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 11)  SEQ CHAPTER \h \r 1where i (per degree Kelvin) is the coefficient of expansion of the ith component, ki is the intrinsic permeability (m2), i is the fluid viscosity (pascal second), i0 (kg/m3) is the fluid density at a reference point, g is the acceleration due to gravity, and T is the change in temperature. This velocity may be evaluated for the brine and gas phases expected in the waste disposal region.  SEQ CHAPTER \h \r 1For a temperature increase of 10C (18F), the characteristic velocity for convective flow of brine in the DRZ around the concrete shaft seals is approximately 7 10(4 m (2.3 ( 10(3 ft) per year (2 10(11 m (6.6 ( 10(11 ft) per second), and the characteristic velocity for convective flow of gas in the DRZ is approximately 1 10(3 m (3.2 ( 10(3 ft) per year (3 10(11 m (9.8 ( 10(11ft) per second) (Hicks 1996). For a temperature increase of 25C (45F), the characteristic velocity for convective flow of brine in the concrete seals is approximately 2נ10(7 m (6.5 ( 10(7 ft) per year (6 10(15 m (1.9 ( 10(14 ft) per second), and the characteristic velocity for convective flow of gas in the concrete seals is approximately 3נ10(7 m (9.8 ( 10(7 ft) per year (8 10(15 m (2.6 ( 10(4 ft) per second) (Hicks 1996). These values of Darcy velocity are much smaller than the expected values associated with brine inflow to the disposal rooms of fluid flow resulting from gas generation. In addition, the buoyancy forces generated by smaller temperature contrasts in the DRZ, resulting from backfill, concrete hydration, and radioactive decay will be short-lived and insignificant compared to the other driving forces for fluid flow. The short-term concrete seals will be designed to function as barriers to fluid flow for at least 100 years after emplacement, and seal permeability will be minimized ( HYPERLINK "../../references/Others/Wakeley_et_al_1995_Variability_in_Properties_of_Salado_Mass_Concrete_SAND94_1495_ERMS222744.pdf" Wakeley et al. 1995). Thus temperature increases associated with concrete hydration will not result in significant buoyancy-driven fluid flow through the concrete seal system. In summary, temperature changes in the disposal system will not cause significant thermal convection. Furthermore, the induced temperature gradients will be insufficient to generate water vapor and drive significant moisture migration. Temperature effects on fluid viscosity would be most significant in the DRZ surrounding the hydrating concrete seals (where temperatures of approximately 38C (100F) are expected). The viscosity of pure water decreases by about 19% over a temperature range of between 27C (80F) and 38C (100F) ( HYPERLINK "../../references/Others/ERMS243337.pdf" Batchelor 1973, p. 596). Although at a temperature of 27C (80F), the viscosity of Salado brine is about twice that of pure water (HYPERLINK "../../references/Others/Rechard_Iuzzolino_Sandha_1990_Data_Used_in_Preliminary_PA_SAND89_2408.pdf" \l "page=156"Rechard et al. 1990, a19), the magnitude of the variation in brine viscosity between 27C (80F) and 38C (100F) will be similar to the magnitude of the variation in viscosity of pure water. The viscosity of air over this temperature range varies by less than 7% ( HYPERLINK "../../references/Others/ERMS243337.pdf" Batchelor 1973, p. 594) and the viscosity of gas in the waste disposal region over this temperature range is also likely to vary by less than 7%. The Darcy fluid flow velocity for a porous medium is inversely proportional to the fluid viscosity. Thus increases in brine and gas flow rates may occur as a result of viscosity variations in the vicinity of the concrete seals. However, these viscosity variations will persist only for a short period in which temperatures are elevated, and, thus, the expected variations in brine and gas viscosity in the waste disposal region will not significantly affect the long-term performance of the disposal system. For the CCA conditions following a drilling event, Al corrosion could, at most, result in a short-lived (two years) temperature increase of about 6C (10.8F). A temperature rise of 6C (10.8F) represented the maximum that could occur as a result of any combination of exothermic reactions occurring simultaneously. Revised maximum temperature rises by exothermic reactions for CRA-2009 are still less than 10C (18F) (as shown in  HYPERLINK \l "Table_SCR-5"  REF _Ref207936001 \h Table SCR-5). Such small temperature changes cannot affect material properties. In summary, temperature changes in the disposal system will not cause significant thermally induced two-phase flow. Thermal convection has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Geochemical and Chemical FEPs Gas Generation FEP Numbers: W44, W45, and W48 FEP Titles: Degradation of Organic Material (W44) Effects of Temperature on Microbial Gas Generation (W45) Effects of Biofilms on Microbial Gas Generation (W48) Screening Decision: UP  SEQ CHAPTER \h \r 1Microbial gas generation from Degradation of Organic Material is accounted for in PA calculations, and the Effects of Temperature on Microbial Gas Generation and the Effects of Biofilm Formation on Microbial Gas Generation are incorporated in the gas generation rates used. Summary of New Information These FEPs have been updated to be consistent with the latest inventory information. Screening Argument  SEQ CHAPTER \h \r 1Microbial breakdown of cellulosic material, and possibly plastics and other synthetic materials, will produce mainly CO2, but also nitrogen oxide, nitrogen, hydrogen sulfide, hydrogen, and CH4. The rate of microbial gas production will depend upon the nature of the microbial populations established, the prevailing conditions, and the substrates present. Microbial gas generation from degradation of organic material is accounted for in PA calculations. The following subsections discuss the effects of temperature, pressure, radiation, and biofilms on gas production rates via their control of microbial gas generation processes. Effects of Temperature on Microbial Gas Generation Calculations and experimental studies of induced temperature distributions within the repository have been undertaken and are described in FEPs W29, W30, and W31 (HYPERLINK \l "SCR-6_3_4_1"Section  REF _Ref212799797 \r \h SCR-6.3.4.1). Numerical analysis suggests that the average temperature increase in the WIPP repository caused by radioactive decay of the emplaced CH-TRU and RH-TRU waste is likely to be less than 3C (5.4F) ( HYPERLINK \l "SCR-6_2_1_2" FEP W13). Temperature increases resulting from exothermic reactions are discussed in FEPs W72 and W73 ( HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1). Potentially the most significant exothermic reactions are concrete hydration, backfill hydration, and aluminum corrosion. Hydration of the seal concrete could raise the temperature of the concrete to approximately 53C (127F) and that of the surrounding salt to approximately 38C (100F) one week after seal emplacement (W73). As discussed in FEPs W72 and W73 ( HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1), the maximum temperature rise in the disposal panels as a consequence of backfill hydration will be less than 4.2C (7.6F), resulting from brine inflow following a drilling intrusion into a waste disposal panel. Note that AICs will prevent drilling within the controlled area for 100 years after disposal. By this time, any heat generation by radioactive decay and concrete seal hydration will have decreased substantially, and the temperatures in the disposal panels will have decreased to close to initial values. Under similar conditions following a drilling event, Al corrosion could, at most, result in a short-lived (two years) temperature rise of about 6.9C (12.4F) (see W72). These calculated maximum heat generation rates resulting from Al corrosion and backfill hydration could not occur simultaneously because they are limited by brine availability; each calculation assumes that all available brine is consumed by the reaction of concern. Thus the temperature rise of 10C (18F) represents the maximum that could occur as a result of any combination of exothermic reactions occurring simultaneously. Relatively few data exist on the effects of temperature on microbial gas generation under expected WIPP conditions. Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979, p. 4) summarized microbial gas generation rates observed during a range of experiments. Increases in temperature from ambient up to 40C (104F) or 50C (122F) were reported to increase gas production, mainly via the degradation of cellulosic waste under either aerobic or anaerobic conditions ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" Molecke 1979, p. 7). Above 70C (158F), however, gas generation rates were generally observed to decrease. The experiments were conducted over a range of temperatures and chemical conditions and for different substrates, representing likely states within the repository. Gas generation rates were presented as ranges with upper and lower bounds as estimates of uncertainty (Molecke 1979, p. 7). Later experiments reported by Francis and Gillow ( HYPERLINK "../../references/Others/Francis_Gillow_1994_Effects_of_Microbial_Processes_on_Gas_Generation_SAND93_7036.pdf" 1994) support the gas generation rate data reported by Molecke (1979). These experiments investigated microbial gas generation under a wide range of possible conditions in the repository. These conditions included the presence of microbial inoculum, humid or inundated conditions, cellulosic substrates, additional nutrients, electron acceptors, bentonite, and initially oxic or anoxic conditions. These experiments were carried out at a reference temperature of 30C (86F) based on the average temperature expected in the repository. Gas generation rates used in the PA calculations are described in  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_5" Appendix PA2009, Section PA-4.2.5. The effects of temperature on microbial gas generation are implicitly incorporated in the gas generation rates used. Effects of Biofilms on Microbial Gas Generation The location of microbial activity within the repository is likely to be controlled by the availability of substrates and nutrients. Biofilms may develop on surfaces where nutrients are concentrated. They consist of one or more layers of cells with extracellular polymeric material, and serve to maintain an optimum environment for growth. Within such a biofilm ecosystem, nutrient retention and recycling maximize microbe numbers on the surface (see, for example,  HYPERLINK "../../references/Others/Stroes_Gascoyne_West_1994_Microbial_Issues_Pertaining_to_Canadian_AECL_10808_COG_93_54.pdf" \l "page=17" Stroes-Gascoyne and West 1994, pp. 910). Biofilms can form on almost any moist surface, but their development is likely to be restricted in porous materials. Even so, their development is possible at locations throughout the disposal system. The effects of biofilms on microbial gas generation may affect disposal system performance through control of microbial population size and their effects on radionuclide transport. Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979, p. 4) summarized microbial gas generation rates observed during a range of experimental studies. The experiments were conducted over a range of temperatures and chemical conditions and for different substrates representing likely states within the repository. However, the effect of biofilm formation in these experiments was uncertain. Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979, p.7), presented gas generation rates as ranges, with upper and lower bounds as estimates of uncertainty. Later experiments reported by Francis and Gillow ( HYPERLINK "../../references/Others/Francis_Gillow_1994_Effects_of_Microbial_Processes_on_Gas_Generation_SAND93_7036.pdf" 1994) support the gas generation rate data reported by Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979). Their experiments investigated microbial gas generation under a wide range of possible conditions in the repository. These conditions included the presence of microbial inoculum, humid or inundated conditions, cellulosic substrates, additional nutrients, electron acceptors, bentonite, and initially oxic or anoxic conditions. Under the more favorable conditions for microbial growth established during the experiments, the development of populations of halophilic microbes and associated biofilms was evidenced by observation of an extracellular, carotenoid pigment, bacterioruberin, in the culture bottles (HYPERLINK "../../references/Others/Francis_Gillow_1994_Effects_of_Microbial_Processes_on_Gas_Generation_SAND93_7036.pdf" \l "page=67"Francis and Gillow 1994, p. 59). Gas generation rates used in the PA calculations have been derived from available experimental data and are described in  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_5" Appendix PA2009, Section PA-4.2.5. The effects of biofilms on microbial gas generation rates are implicitly incorporated in the gas generation rates. Biofilms may also influence contaminant transport rates through their capacity to retain and thus retard both the microbes themselves and radionuclides. This effect is not accounted for in PA calculations, but is considered potentially beneficial to calculated disposal system performance. Microbial transport is discussed in  HYPERLINK \l "SCR-6_6_3_1" Section  REF _Ref211742734 \r \h SCR-6.6.3.1. FEP Number: W46 FEP Title: Effects of Pressure on Microbial Gas Generation Screening Decision: SO-C The Effects of Pressure on Microbial Gas Generation has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Directly relevant to WIPP conditions, the gas generation experiments with actual waste components at Argonne National Laboratory provide no indication of any enhancement of pressured nitrogen atmosphere (2,150 pounds per square inch absolute [psia]) on microbial gas generation (Felicione et al. 2001). In addition, microbial breakdown of cellulosic material, and possibly plastics and other synthetic materials in the repository, will produce mainly CO2 and CH4 with minor amounts of nitrogen oxide, nitrogen, and hydrogen sulfide. The accumulation of these gaseous species will contribute the total pressure in the repository. Increases in the partial pressures of these reaction products could potentially limit gas generation reactions. However, such an effect is not taken into account in WIPP PA calculations. The rate of microbial gas production will depend upon the nature of the microbial populations established, the prevailing conditions, and the substrates present. Microbial gas generation from degradation of organic material is accounted for in PA calculations. Chemical reactions may occur depending on, among other things, the concentrations of available reactants, the presence of catalysts and the accumulation of reaction products, the biological activity, and the prevailing conditions (for example, temperature and pressure). Reactions that involve the production or consumption of gases are often particularly influenced by pressure because of the high molar volume of gases. The effect of high total pressures on chemical reactions is generally to reduce or limit further gas generation. Few data exist from which the effects of pressure on microbial gas generation reactions that may occur in the WIPP can be assessed and quantified. Studies of microbial activity in deep-sea environments (for example, HYPERLINK "../../references/Others/Kato_et_al_1994_High_Pressure_Conditions_Stimulate_Expression_ERMS241233.pdf" \l "page=5"Kato et al. 1994, p. 94) suggest that microbial gas generation reactions are less likely to be limited by increasing pressures in the disposal rooms than are inorganic gas generation reactions (for example, corrosion). Consequently, the effects of pressure on microbial gas generation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: W47 FEP Title: Effects of Radiation on Microbial Gas Generation Screening Decision: SO-C The Effects of Radiation on Microbial Gas Generation has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information The FEP screening argument has been updated to reflect the radionuclide inventory used for CRA-2009 calculations, although the screening decision has not changed. Screening Argument Radiation may slow down microbial gas generation rates, but such an effect is not taken into account in WIPP PA calculations. According to the inventory data presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005), the overall activity for all TRU radionuclides has decreased from 3.44 ( 106 Ci reported in the CCA, to 2.48 ( 106 Ci in the CRA-2004, to 2.32 ( 106 Ci in the CRA-2009. This decrease will not affect the original screening argument. Experiments investigating microbial gas generation rates suggest that the effects of alpha radiation from TRU waste is not likely to have significant effects on microbial activity ( HYPERLINK "../../references/Others/Barnhart_et_al_1980_Potential_Microbial_Impact_on_TRU_Wastes_LA_8297_PR.pdf" Barnhart et al. 1980;  HYPERLINK "../../references/Others/ERMS241227.pdf" Francis 1985). Consequently, the effects of radiation on microbial gas generation have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Numbers: W49 and W51 FEP Titles: Gasses from Metal Corrosion Chemical Effects of Corrosion Screening Decision: UP  SEQ CHAPTER \h \r 1Gas generation from metal corrosion is accounted for in PA calculations, and the effects of chemical changes from metal corrosion are incorporated in the gas generation rates used. Summary of New Information No new information has been identified related to these FEPs. Screening Argument  SEQ CHAPTER \h \r 1Oxic corrosion of waste drums and metallic waste will occur at early times following closure of the repository and will deplete its oxygen content. Anoxic corrosion will follow the oxic phase and will produce hydrogen while consuming water. Gases from metal corrosion are accounted for in PA calculations. The predominant chemical effect of corrosion reactions on the environment of disposal rooms will be to lower the oxidation state of the brines and maintain reducing conditions. Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979, p. 4) summarized gas generation rates that were observed during a range of experiments. The experiments were conducted over a range of temperatures and chemical conditions representing likely states within the repository. Later experiments reported by Telander and Westerman ( HYPERLINK "../../references/Others/Telander_Westerman_1993_Hydrogen_Generation_by_Metal_Corrosion_SAND92_7347.pdf" 1993) support the gas generation rate data reported by Molecke (1979). Their experiments investigated gas generation from corrosion under a wide range of possible conditions in the repository. The studies included corrosion of low-carbon steel waste packaging materials in synthetic brines, representative of intergranular Salado brines at the repository horizon, under anoxic (reducing) conditions. Gas generation rates used in the PA calculations have been derived from available experimental data and are described in  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_2_5" Appendix PA2009, Section PA-4.2.5. The effects of chemical changes from metal corrosion are, therefore, accounted for in PA calculations. FEP Number: W50 FEP Title: Galvanic Coupling (within the repository) Screening Decision: SO-C The effects of Galvanic Coupling have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Galvanic coupling (i.e. establishing an electrical current through chemical processes) could lead to the propagation of electric potential gradients between metals in the waste form, canisters, and other metals external to the waste form, potentially influencing corrosion processes, gas generation rates, and chemical migration. Metallic ore bodies external to the repository are nonexistent (see the  HYPERLINK "../../references/CCA/Appendix_GCR.pdf" CCA, Appendix GCR) and therefore galvanic coupling between the waste and metals external to the repository would not occur. However, a variety of metals will be present within the repository as waste metals and containers, creating a potential for formation of galvanic cells over short distances. As an example, the presence of copper could influence rates of hydrogen gas production resulting from the corrosion of iron. The interactions between metals depend upon their physical disposition and the prevailing solution conditions, including pH and salinity. Good physical and electrical contact between the metals is critical to the establishment of galvanic cells. Consequently, given the preponderance of iron over other metals within the repository and the likely passivation of many nonferrous materials, the influence of these electrochemical interactions on corrosion, and therefore on gas generation, is expected to be minimal. Therefore, the effects of galvanic coupling have been eliminated from PA calculations on the basis of low consequence. FEP Number: W52 FEP Title: Radiolysis of Brine Screening Decision: SO-C Gas generation from Radiolysis of Brine has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified relative to this FEP. Screening Argument Radiolysis of brine in the WIPP disposal rooms, and of water in the waste, will lead to the production of gases and may significantly affect the oxygen content of the rooms. This, in turn, will affect the prevailing chemical conditions and potentially the concentrations of radionuclides that may be mobilized in the brines. The overall reaction for the radiolysis of water in the waste and brine is H2O ( H2 + O2. (SCR. SEQ SCR. \* ARABIC 12) However, the production of intermediate oxygen-bearing species that may subsequently undergo reduction will lead to reduced oxygen gas yields. The remainder of this section is concerned with the physical effects of gas generation by radiolysis of brine. Reed et al. ( HYPERLINK "../../references/Others/Reed_et_al_1993_Radiolytically_Induced_Gas_Production.pdf" 1993) studied radiolytic gas generation during experiments lasting between 155 and 182 days. These experiments involved both synthetic brines similar to those sampled from the Salado at the WIPP repository horizon, and brines occurring in reservoirs in the Castile, as well as real brines sampled from the Salado in the repository workings. The brines were spiked with 239Pu(VI) at concentrations between 6.9 10-9 and 3.4 10-4 molal. During these relatively short-term experiments, hydrogen gas was observed as the product of radiolysis. Oxygen gas was not observed; this was attributed to the formation of intermediate oxygen-bearing species. However, given sufficient exposure to alpha-emission, oxygen production may reach 50% that of hydrogen. An estimate of the potential rate of gas generation caused by the radiolysis of brine, RRAD, can be made by making the following assumptions: Gas production occurs following the reaction above, so that 1.5 moles of gas are generated for each mole of water consumed Gas production occurs as a result of the alpha decay of 239Pu 239Pu concentrations in the disposal room brines are controlled by solubility equilibria All of the dissolved Pu is 239Pu RRAD is then given by  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 13)  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 14) Yg = radiolytic gas yield, in number of moles of gas produced per number of water molecules consumed CPu = maximum dissolved concentration of plutonium (molar) SAPu = specific activity of 239Pu (5.42 1011 becquerels (Bq) per mole)  EMBED Equation.3  = average energy of a-particles emitted during 239Pu decay (5.15 106 eV) G = number of water molecules split per 100 eV of energy transferred from alpha-particles VB = volume of brine in the repository (L) ND = number of CH-TRU drums in the repository (~8 105) NA = Avogadro constant (6.022 1023 molecules per mole) The value of G used in this calculation has been set at 0.015, the upper limit of the range of values observed (0.011 to 0.015) during experimental studies of the effects of radiation on WIPP brines ( HYPERLINK "../../references/Others/Reed_et_al_1993_Radiolytically_Induced_Gas_Production.pdf" Reed et al. 1993). A maximum estimate of the volume of brine that could potentially be present in the disposal region has been made from its excavated volume of 436,000 m3 (520,266 cubic yards [yd3]). This estimate, in particular, is considered to be highly conservative because it makes no allowance for creep closure of the excavation, or for the volume of waste and backfill that will be emplaced, and takes no account of factors that may limit brine inflow. These parameter values lead to an estimate of the potential rate of gas production caused by the radiolysis of brine of 0.6 moles per drum per year or less. Assuming ideal gas behavior and repository conditions of 30C (86F) and 14.8 MPa (lithostatic pressure), this is equivalent to approximately 6.8 104 L (1.8 ( 104 gal) per year. Potential gas production rates from other processes that will occur in the repository are significantly greater than this. For example, under water-saturated conditions, microbial degradation of cellulosic waste has the potential to yield between 1.3 106 and 3.8 107 L (3.4 ( 105 and 1.0 ( 107 gal) per year; anoxic corrosion of steels has the potential to yield up to 6.3 105 L (1.6 ( 105 gal) per year. In addition to the assessment of the potential rate of gas generation by radiolysis of brine given above, a study of the likely consequences on disposal system performance has been undertaken by Vaughn et al. (HYPERLINK "../../references/Others/Vaughn_1995_Radiolysis_of_Brine_ERMS230791.pdf"1995). A model was implemented in BRAGFLO to estimate radiolytic gas generation in the disposal region according to the equation above. A set of BRAGFLO simulations was performed to assess the magnitude of the influence of the radiolysis of brine on contaminant migration to the accessible environment. The calculations considered radiolysis of water by 15 isotopes of Th, Pu, U, and Am. Conditional CCDFs of normalized contaminated brine releases to the Culebra via a human intrusion borehole and the shaft system, as well as releases to the subsurface boundary of the accessible environment via the Salado interbeds, were constructed and compared to the corresponding baseline CCDFs calculated excluding radiolysis. The comparisons indicated that radiolysis of brine does not significantly affect releases to the Culebra or the subsurface boundary of the accessible environment under disturbed or undisturbed conditions (Vaughn et al. 1995). Although the analysis of Vaughn et al. (1995) used data that are different than those used in the PA calculations, estimates of total gas volumes in the repository are similar to those considered in the analysis performed by Vaughn et al. (1995). Therefore, gas generation by radiolysis of brine has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: W53 FEP Title: Radiolysis of Cellulose Screening Decision: SO-C Gas generation from Radiolysis of Cellulose has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information This FEP has been updated with new inventory data related to cellulose content. Screening Argument Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979) compared experimental data on gas production rates caused by radiolysis of cellulose and other waste materials with gas generation rates by other processes, including bacterial (microbial) waste degradation. The comparative gas generation rates reported by Molecke ( HYPERLINK "../../references/Others/SAND79_0911C.pdf" 1979, p. 4) are given in terms of most probable ranges, using units of moles per year per drum, for drums of 0.21 m3 (0.27 yd3) in volume. A most probable range of 0.005 to 0.011 moles per year per drum is reported for gas generation caused by radiolysis of cellulosic material (Molecke 1979, p. 4). As a comparison, a most probable range of 0.0 to 5.5 moles per year per drum is reported for gas generation by bacterial degradation of waste. The data reported by Molecke (1979) are consistent with more recent gas generation investigations made under the WIPP program, and indicate that radiolysis of cellulosic materials will generate significantly less gas than other gas generation processes. Gas generation from radiolysis of cellulosics therefore can be eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Radiolytic gas generation is controlled by the radioactivity of wastes and the waste properties. According to the new inventory presented in Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005), the overall activity for all TRU radionuclides has decreased from 3.44 ( 106 Ci reported in the CCA, to 2.48 ( 106 Ci in the CRA-2004, to 2.32 ( 106 Ci in the CRA-2009. Such decreasing activity levels imply that the radiolytic effects will be decreased from those presented in the CCA. Radiolytic gas generation is also limited by transportation requirements, which state that the hydrogen generated in the innermost layer of confinement must be no more than 5% over 60 days ( HYPERLINK "../../references/Others/DOE_2000_TRUPACT_II_Rev19b.pdf" U.S. Department of Energy 2000b). Thus the maximum rate allowed for transportation is 0.201 m3/drum ( 5% ( 1,000 L/m3/60 days ( 365 days/yr = 61 L/drum/yr, smaller than the maximum microbial gas generation rate. Note that this estimate is very conservative and the actual rates are even smaller. It is a general consensus within the international research community that the effect of radiolytic gas generation on the long-term performance of a low/intermediate level waste repository is negligible ( HYPERLINK "../../references/Others/Rodwell_et_al_1999.pdf" Rodwell et al. 1999). FEP Number: W54 FEP Title: Helium Gas Production Screening Decision: SO-C Gas generation from helium production has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information The updated information for the WIPP disposal inventory indicates that the expected WIPP-scale radionuclide activity (2.32 million Ci of TRU isotopes) ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" Leigh, Trone, and Fox 2005) is less than previously estimated in TWBIR Rev 3 ( HYPERLINK "../../references/Others/DOE_1996_TRU_Waste_Baseline_Inventory_Report_Rev3_ERMS242330.pdf" U.S. Department of Energy 1996b). Thus the helium gas production argument for CRA-2009 is conservatively bounded by the CCA screening argument. The FEP screening argument and screening decision remain unchanged except for editorial changes. Screening Argument Helium gas production will occur by the reduction of a-particles (helium nuclei) emitted from the waste. The maximum amount of helium that could be produced can be calculated from the number of a-particles generated during radioactive decay. The a-particles are converted to helium gas by the following reaction: 4He2+ + 2e- ! He(g) (SCR. SEQ SCR. \* ARABIC 15) For the screening argument used in the CCA, the inventory (I) that may be emplaced in the repository is approximately 4.07 million Ci or 1.5 1017 Bq (see the  HYPERLINK "../../references/CCA/Appendix_BIR_rev2.pdf" CCA, Appendix BIR). Assuming that the inventory continues to yield -particles at this rate throughout the 10,000-yr regulatory period, the maximum rate of helium gas produced (RHe) may be calculated from  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 16) RHe is the rate of helium gas production in the repository (mole per second). I is the waste inventory, 1.5 1017 Bq, assuming that 1 Bq is equal to 1 a-decay per second, and NA is Avogadro s constant (6.022 1023 atoms per mole). These assumptions regarding the inventory lead to maximum estimates for helium production because some of the radionuclides will decay by beta and gamma emission. RHe is approximately 5.5 10-7 moles per second based on an (-emitting inventory of 4.07 million Ci (much greater than current inventory estimates) ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" Leigh, Trone, and Fox 2005). Assuming ideal gas behavior and repository conditions of 30C (86F) and 14.8 MPa or 146 atmospheres (lithostatic pressure) yields approximately 1.3 L (0.34 gal) per year. The effects of helium gas production have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: W55 FEP Title: Radioactive Gases Screening Decision: SO-C The formation and transport of Radioactive Gases has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information This FEP has been updated with references to the latest inventory information. Screening Argument Based on the composition of the anticipated waste inventory, as described in the  HYPERLINK "../../references/CRA-2004/Appendix_DATA_Attachment_F.pdf" CRA-2004, Appendix DATA, Attachment F, the radioactive gases that will be generated in the repository are radon (Rn) and 14C-labeled CO2 and CH4. Leigh, Trone, and Fox ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" 2005) indicates that a small amount of carbon-14 (2.41 Ci) will be disposed in the WIPP. This amount is insignificant in comparison with the  HYPERLINK "40CFR191_13" section 191.13 cumulative release limit for 14C. Notwithstanding this comparison, consideration of transport of radioactive gases could potentially be necessary in respect of the  HYPERLINK "40CFR191_15" section 191.15 individual protection requirements. 14C may partition into CO2 and CH4 formed during microbial degradation of cellulosic and other organic wastes (for example, rubbers and plastics). However, total fugacities of CO2 in the repository are expected to be very low because of the action of the MgO backfill, which will lead to incorporation of CO2 in solid magnesite. Similarly, interaction of CO2 with cementitious wastes will limit CO2 fugacities by the formation of solid calcium carbonate. Thus, because of the formation of solid carbonate phases in the repository, significant transport of 14C as carbon dioxide-14 has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Potentially significant volumes of CH4 may be produced during the microbial degradation of cellulosic waste. However, volumes of methane-14 will be small given the low total inventory of carbon-14 and the tendency of carbon-14 to be incorporated into solid carbonate phases in the repository. Therefore, although transport of carbon-14 could occur as methane-14, this effect has been eliminated from the current PA calculations on the basis of low consequence to the performance of the disposal system. Rn gas will contain proportions of the alpha emitters 219Rn, 220Rn, and 222Rn. All of these have short half-lives, but 222Rn is potentially the most important because it is produced from the abundant waste isotope, 238Pu, and because it has the longest half-life of the radon isotopes (H" 4 days). 222Ra will exhibit secular equilibrium with its parent 226Rn, which has a half-life of 1600 years. Consequently, 222Rn will be produced throughout the 10,000-yr regulatory time period. Conservative analysis of the potential 222Rn inventory suggests activities of less than 716Ci at 10,000 years (HYPERLINK "../../references/Others/Bennett_1996_Formation_and_Transport_of_Radioactive_Gases_ERMS415478.pdf"Bennett 1996). Direct comparison of the estimated level of 222Rn activity with the release limits specified in  HYPERLINK "40CFR191_13" section 191.13 cannot be made because the release limits do not cover radionuclides with half-lives less than 20 years. For this reason, production of Rn gas can be eliminated from the PA calculations on regulatory grounds. Notwithstanding this regulatory argument, the small potential Rn inventory means that the formation and transport of Rn gas can also be eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Speciation FEP Number: W56 FEP Title: Speciation Screening Decision: UP Disposal Room UP Culebra SO-C Beneficial Shaft Seals  SEQ CHAPTER \h \r 1Chemical Speciation is accounted for in PA calculations in the estimates of radionuclide solubility in the disposal rooms and the degree of chemical retardation estimated during contaminant transport. The effects of cementitious seals on chemical Speciation have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information has been identified related to the screening of this FEP. Screening Argument Chemical speciation refers to the form in which elements occur under a particular set of chemical or environmental conditions. Conditions affecting chemical speciation include the temperature, pressure, and salinity (ionic strength) of the water in question. The importance of chemical speciation lies in its control of the geochemical reactions likely to occur and the consequences for actinide mobility. Disposal Room The concentrations of radionuclides that dissolve in any brines present in the disposal rooms after repository closure will depend on the stability of the chemical species that form under the prevailing conditions (for example, temperature, pressure, and ionic strength). The method used to derive radionuclide solubilities in the disposal rooms (see  HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM-4_0" Appendix SOTERM2009, Section SOTERM-4.0) considers the expected conditions. The MgO backfill will buffer pH values in the disposal room to between 9 and 10. Thus chemical Speciation is accounted for in PA calculations in the estimates of radionuclide solubility in the disposal rooms. Repository Seals Certain repository materials have the potential to interact with groundwater and significantly alter the chemical speciation of any radionuclides present. In particular, extensive use of cementitious materials in the seals may have the capacity to buffer groundwaters to extremely high pH (for example,  HYPERLINK "../../references/Others/ERMS241221.pdf" Bennett et al. 1992, pp. 31525). At high pH values, the speciation and adsorption behavior of many radionuclides is such that their dissolved concentrations are reduced in comparison with near-neutral waters. This effect reduces the migration of radionuclides in dissolved form. The effects of cementitious seals on groundwater chemistry have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Culebra Chemical speciation will affect actinide retardation in the Culebra. The dependence of An retardation on speciation in the Culebra is accounted for in PA calculations by sampling over ranges of Kds. The ranges of Kds are based on the range of groundwater compositions and speciation in the Culebra, including consideration of nonradionuclide solutes. The methodology used to simulate sorption in the Culebra is described in HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_9"Appendix PA2009, Section PA-4.9. FEP Number: W57 FEP Title: Kinetics of Speciation Screening Decision: SO-C The effects of reaction kinetics in chemical speciation reactions have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Chemical speciation of actinides describes the composition and relative distribution of dissolved species, such as the hydrated metal ion, or complexes, whether with organic or inorganic ligands. Conditions affecting chemical speciation include temperature, ionic strength, ligand concentration, and pH of the solution. Some ligands, such as hydroxide, may act to decrease An solubility, while others, such as citrate, frequently have the opposite influence, often increasing An solubility. Disposal Room Equilibrium Conditions The concentrations of radionuclides that can be dissolved in brines within the disposal rooms will depend on the thermodynamic stabilities and solubilities of the respective metal complexes. The Fracture-Matrix Transport (FMT) calculations and database input used to determine the brine solubilities of radionuclides takes into account the expected conditions, including temperature, ionic strength, pH, and ligand concentration. The chemical speciation at equilibrium is accounted for in PA calculations in the estimates of radionuclide solubility in the disposal rooms. Kinetics of Complex Formation The waste that is emplaced within the WIPP contains radionuclides, including actinides or An-bearing materials in solid phases, e.g. metal oxides, salts, coprecipitated solids, and contaminated objects. In the event of contact with brine, the solution phase concentration of dissolved radionuclides is controlled both by the solution composition and by the kinetics of dissolution of the solid phases, effectively approaching equilibrium from undersaturation. Solution complexation reactions of most metal ions with common inorganic ligands, such as carbonate and hydroxide, and with organic ligands such as acetate, citrate, oxalate, and ethylene diamine tetra-acetate (EDTA) are kinetically very fast, reaching equilibrium in fractions of a second, an inconsequentially short time increment on the scale of the 10,000-yr regulatory period. Reactions of these types are generally so fast that special techniques must be adopted to measure the reaction rates; as a practical matter, the reaction rate is limited by the mixing rate when metal solutions are combined with ligand solutions. As a result, the rate of approach to an equilibrium distribution of solution species takes place much more rapidly than dissolution, making the dissolution reaction the rate-limiting step. The effects of reaction kinetics in aqueous systems are discussed by Lasaga et al. ( HYPERLINK "../../references/Others/ERMS241234.pdf" 1994), who suggest that in contrast to many heterogeneous reactions, homogeneous aqueous geochemical speciation reactions involving relatively small inorganic species occur rapidly and are accurately described by thermodynamic equilibrium models that neglect explicit consideration of reaction kinetics. For that reason, the rate at which solution species approach equilibrium distribution is of no consequence to repository performance. Kinetics of chemical speciation may be eliminated from PA calculations on the basis of no consequence. Precipitation and Dissolution FEP Numbers: W58, W59, and W60 FEP Titles: Dissolution of Waste (W58) Precipitation of Secondary Minerals (W59) Kinetics of Precipitation and Dissolution (W60) Screening Decision: UP W58 SO-C Beneficial W59 SO-C W60  SEQ CHAPTER \h \r 1Waste dissolution and the release of radionuclides in the disposal rooms are accounted for in PA calculations. The formation of radionuclide-bearing precipitates from groundwaters and brines and the associated retardation of contaminants have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. The effect of reaction kinetics in controlling the rate of waste dissolution within the disposal rooms has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information has been identified for these FEPs. Screening Argument Dissolution of waste and precipitation of secondary minerals control the concentrations of radionuclides in brines and can influence rates of contaminant transport. Waste dissolution is accounted for in PA calculations. The formation of radionuclide-bearing precipitates from groundwaters and brines and the associated retardation of contaminants have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. At low temperatures, precipitation and dissolution reactions are caused by changes in fluid chemistry that result in chemical undersaturation or oversaturation ( HYPERLINK "../../references/Others/Bruno_Sandino_1987_Radionuclide_CoPrecipitation_SKB_Technical_Report_87_23.pdf" Bruno and Sandino 1987). Precipitation can be divided into two stages: nucleation and crystal growth. Following nucleation, growth rates depend on the rates of surface processes and the transport of materials to the growth site. Mineral dissolution often depends on whether a surface reaction or transport of material away from the reaction site acts as the rate-controlling process. The former case may cause selective dissolution along crystallographically controlled features, whereas the latter may induce rapid bulk dissolution ( HYPERLINK "../../references/Others/Berner_1981_Kinetics_of_Weathering_Diagenesis_ERMS241361.pdf" Berner 1981). Thus a range of kinetic behaviors will be exhibited by different mineral precipitation and dissolution reactions in geochemical systems. Disposal Room The waste that is emplaced within the WIPP contains radionuclides, including actinides or An-bearing materials in solid phases, e.g. metal oxides, salts, coprecipitated solids, and contaminated objects. In the event of contact with brine, the solution phase concentration of dissolved radionuclides is controlled both by the solution composition and the kinetics of dissolution of the solid phases, effectively approaching equilibrium from undersaturation. Solution complexation reactions of most metal ions with common inorganic ligands, such as carbonated and hydroxide, and with organic ligands such as acetate, citrate, oxalate, and EDTA are kinetically very fast, reaching equilibrium in less than 1 s, which is infinitesimally small on the time scale of the 10,000-yr regulatory period. The rate at which thermodynamic equilibrium is approached between solution composition and the solubility-controlling solid phases will be limited by rate of dissolution of the solid materials in the waste. As a result, until equilibrium is reached, the solution concentration of the actinides will be lower than the concentration predicted based upon equilibrium of the solution phase components with the solubility-limiting solid phases. The WIPP An source term model, which describes interactions of the waste and brine, is described in detail in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=118" CCA, Chapter 6.0, Section 6.4.3.5. The assumption of instantaneous equilibrium in waste dissolution reactions is a conservative approach, yielding maximum concentration estimates for radionuclides in the disposal rooms because a time-weighted average resulting from a kinetically accurate estimate of solution compositions would have lower concentrations at early times. Waste dissolution at the thermodynamic equilibrium solubility limit is accounted for in PA calculations. However, the kinetics of dissolution within the disposal rooms has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Geological Units During groundwater flow, radionuclide precipitation processes that occur will lead to reduced contaminant transport. No credit is given in PA calculations to the potentially beneficial occurrence of precipitation of secondary minerals. The formation of radionuclide-bearing precipitates from groundwaters and brines and the associated retardation of contaminants have been eliminated from PA calculations on the basis of beneficial consequence to disposal system performance. As a result, kinetics of precipitation has also been eliminated from PA calculations because no credit is taken for precipitation reactions. Sorption FEP Numbers: W61, W62, and W63 FEP Titles: Actinide Sorption (W61) Kinetics of Sorption (W62) Changes in Sorptive Surfaces (W63) Screening Decision: UP (W61, W62) In the Culebra and Dewey Lake SO-C Beneficial (W61, W62) In the Disposal Room, Shaft Seals, Panel Closures, Other Geologic Units UP (W63)  SEQ CHAPTER \h \r 1Sorption within the disposal rooms, which would serve to reduce radionuclide concentrations, has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. The effects of sorption processes in shaft seals and panel closures have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Sorption within the Culebra and the Dewey Lake is accounted for in PA calculations. Sorption processes within other geological units of the disposal system have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Mobile adsorbents (for example, microbes and humic acids), and the sorption of radionuclides at their surfaces, are accounted for in PA calculations in the estimates of the concentrations of actinides that may be carried. The potential effects of reaction kinetics in adsorption processes and of Changes in Sorptive Surfaces are accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs. Screening Argument Sorption may be defined as the accumulation of matter at the interface between a solid and an aqueous solution. Within PA calculations, including those made for the WIPP, the use of isotherm representations of An sorption prevails because of their computational simplicity in comparison with other models (HYPERLINK "../../references/Others/Serne_1992_Current_Adsorption_Models_and_Open_Issues_LA_12325C.pdf"Serne 1992, pp. 238"39). The mechanisms that control the kinetics of sorption processes are, in general, poorly understood. Often, sorption of inorganic ions on mineral surfaces is a two-step process consisting of a short period (typically minutes) of diffusion-controlled, rapid uptake, followed by slower processes (typically weeks to months) including surface rearrangement, aggregation and precipitation, and solid solution formation (HYPERLINK "../../references/Others/Davis_Kent_1990_Surface_Complexation_Modeling_in_Aqueous_Geochemistry_ERMS241473.pdf" \l "page=28"Davis and Kent 1990, p. 202). Available data concerning rates of sorption reactions involving the important radionuclides indicate that, in general, a range of kinetic behavior is to be expected. The relevance to the WIPP of sorption reaction kinetics lies in their effects on chemical transport. Sorption of waste contaminants to static surfaces of the disposal system, such as seals and host rocks, acts to retard chemical transport. Sorption of waste contaminants to potentially mobile surfaces, such as colloids, however, may act to enhance chemical transport, particularly if the kinetics of contaminant desorption are slow or the process is irreversible (nonequilibrium). The following subsections discuss sorption in the disposal rooms, shaft seals, panel closures, the Culebra, and other geological units of the WIPP disposal system. Sorption on colloids, microbes, and particulate material is also discussed. Disposal Room The concentrations of radionuclides that dissolve in waters entering the disposal room will be controlled by a combination of sorption and dissolution reactions. However, because sorption processes are surface phenomena, the amount of material likely to be involved in sorption mass transfer processes will be small relative to that involved in the bulk dissolution of waste. WIPP PA calculations therefore assume that dissolution reactions control radionuclide concentrations. Sorption on waste, containers, and backfill within the disposal rooms, which would serve to reduce radionuclide concentrations, has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Shaft Seals and Panel Closures The  HYPERLINK "../../references/CCA/Chapter_3.pdf" CCA, Chapter 3.0 and  HYPERLINK "../../references/CCA/Appendix_SEAL.pdf" Appendix SEAL describe the seals that are to be placed at various locations in the access shafts and waste panel access tunnels. The materials to be used include crushed salt, bentonite clay, and cementitious grouts. Of these, the latter two in particular possess significant sorption capacities. No credit is given for the influence of sorption processes that may occur in seal materials and their likely beneficial effects on radionuclide migration rates. The effects of sorption processes in shaft seals and panel closures have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Culebra Sorption within the Culebra is accounted for in PA calculations as discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=123" CCA, Chapter 6.0, Section 6.4.6.2. The model used comprises an equilibrium, sorption isotherm approximation, employing constructed CDFs of Kds applicable to dolomite in the Culebra. The potential effects of reaction kinetics in adsorption processes are encompassed in the ranges of Kds used. The geochemical speciation of the Culebra groundwaters and the effects of changes in sorptive surfaces are implicitly accounted for in PA calculations for the WIPP in the ranges of Kds used. Other Geological Units During groundwater flow, any radionuclide sorption processes that occur between dissolved or colloidal actinides and rock surfaces will lead to reduced rates of contaminant transport. The sorptive capacity of the Dewey Lake is sufficiently large to prevent any radionuclides that enter it from being released to the accessible environment over 10,000 years ( HYPERLINK "../../references/Others/Wallace_et_al_1995_Dewey_Lake_Data_Collection_And_Compilation_ERMS222508.pdf" Wallace et al. 1995). Thus sorption within the Dewey Lake is accounted for in PA calculations, as discussed in the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=147" CCA, Chapter 6.0, Section 6.4.6.6. No credit is given to the potentially beneficial occurrence of sorption in other geological units outside the Culebra. Sorption processes within other geological units of the disposal system have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Sorption on Colloids, Microbes, and Particulate Material The interactions of sorption processes with colloidal, microbial, or particulate transport are complex. Neglecting sorption of contaminants on immobile surfaces in the repository shafts and Salado (for example, the clays of the Salado interbeds) is a conservative approach because it leads to overestimated transport rates. However, neglecting sorption on potentially mobile adsorbents (for example, microbes and humic acids) cannot be shown to be conservative with respect to potential releases, because mobile adsorbents may act to transport radionuclides sorbed to them. Consequently, the concentrations of actinides that may be carried by mobile adsorbents are accounted for in PA calculations (see the  HYPERLINK "../../references/CCA/Chapter_6.pdf" \l "page=109" CCA, Chapter 6.0, Section 6.4.3.6). Reduction-Oxidation Chemistry FEP Numbers: W64 and W66 FEP Titles: Effects of Metal Corrosion Reduction-Oxidation Kinetics Screening Decision: UP  SEQ CHAPTER \h \r 1The effects of reduction-oxidation reactions related to metal corrosion on reduction-oxidation conditions are accounted for in PA calculations. Reduction-oxidation reaction kinetics are accounted for in PA calculations. Summary of New Information SEQ CHAPTER \h \r 1 No new information has been identified for these FEPs. Screening Argument Reduction-Oxidation Kinetics In general, investigation of the reduction-oxidation couples present in aqueous geochemical systems suggests that most reduction-oxidation reactions are not in thermodynamic equilibrium (HYPERLINK "../../references/Others/Wolery_1992_EQ3NR_A_Computer_Program_for_Geochemical_Aqueous_ERMS241376.pdf" \l "page=42"Wolery 1992, p. 27). The lack of data characterizing the rates of reactions among trace element reduction-oxidation couples leads to uncertainty in elemental speciation. This uncertainty in reduction-oxidation kinetics is accounted for in PA calculations in the dissolved An source term model (see HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM-4_0"Appendix SOTERM2009, Section SOTERM-4.0), which estimates the probabilities that particular actinides occur in certain oxidation states. Corrosion Other than gas generation, which is discussed in FEPs W44 through W55, the main effect of metal corrosion will be to influence the chemical conditions that prevail within the repository. Ferrous metals will be the most abundant metals in the WIPP, and these will corrode on contact with any brines entering the repository. Initially, corrosion will occur under oxic conditions owing to the atmospheric oxygen present in the repository at the time of closure. However, consumption of the available oxygen by corrosion reactions will rapidly lead to anoxic (reducing) conditions. These changes and controls on conditions within the repository will affect the chemical speciation of the brines and may affect the oxidation states of the actinides present. Changes to the oxidation states of the actinides will lead to changes in the concentrations that may be mobilized during brine flow. The oxidation states of the actinides are accounted for in PA calculations by the use of parameters that describe probabilities that the actinides exist in particular oxidation states and, as a result, the likely An concentrations. Therefore, the effects of metal corrosion are accounted for in PA calculations. FEP Number: W65 FEP Title: Reduction-Oxidation Fronts Screening Decision: SO-P The migration of Reduction-Oxidation Fronts through the repository has been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information No new information has been identified for this FEP. Screening Argument The development of reduction-oxidation fronts in the disposal system may affect the chemistry and migration of radionuclides. Reduction-oxidation fronts separate regions that may be characterized, in broad terms, as having different oxidation potentials. On either side of a reduction-oxidation front, the behavior of reduction-oxidation-sensitive elements may be controlled by different geochemical reactions. Elements that exhibit the greatest range of oxidation states (for example, U, Np, and Pu) will be the most affected by reduction-oxidation front development and migration. The migration of reduction-oxidation fronts may occur as a result of diffusion processes, or in response to groundwater flow, but will be restricted by the occurrence of heterogeneous buffering reactions (for example, mineral dissolution and precipitation reactions). Indeed, these buffering reactions cause the typically sharp, distinct nature of reduction-oxidation fronts. Of greater significance is the possibility that the flow of fluids having different oxidation potentials from those established within the repository might lead to the development and migration of a large-scale reduction-oxidation front. Reduction-oxidation fronts have been observed in natural systems to be the loci for both the mobilization and concentration of radionuclides, such as U. For example, during investigations at two U deposits at Poos de Caldas, Brazil, U was observed by Waber ( HYPERLINK "../../references/Others/Waber_1991_Mineralogy_Petrology_Geochemistry_Pocos_de_Caldas_NTB_90_20.pdf" 1991) to be concentrated along reduction-oxidation fronts at the onset of reducing conditions by its precipitation as U oxide. In contrast, studies of the Alligator Rivers U deposit in Australia by Snelling ( HYPERLINK "../../references/Others/Snelling_1992_Alligator_Rivers_Analogue_Project_ERMS241471.pdf" 1992) indicated that the movement of the relatively oxidized weathered zone downwards through the primary ore body as the deposit was eroded and gradually exhumed led to the formation of secondary uranyl-silicate minerals and the mobilization of U in its more soluble U(VI) form in near-surface waters. The geochemical evidence from these sites suggests that the reduction-oxidation fronts had migrated only slowly, at most on the order of a few tens of meters per million years. These rates of migration were controlled by a range of factors, including the rates of erosion, infiltration of oxidizing waters, geochemical reactions, and diffusion processes. The migration of large-scale reduction-oxidation front through the repository as a result of regional fluid flow is considered unlikely over the regulatory period on the basis of comparison with the slow rates of reduction-oxidation front migration suggested by natural system studies. This comparison is considered conservative because the relatively impermeable nature of the Salado suggests that reduction-oxidation front migration rates at the WIPP are likely to be slower than those observed in the more permeable lithologies of the natural systems studied. Large-scale reduction-oxidation fronts have therefore been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 yrs. FEP Number: W67 FEP Title: Localized Reducing Zones Screening Decision: SO-C The formation of Localized Reducing Zones has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument The dominant reduction reactions in the repository include steel corrosion and microbial degradation. The following bounding calculation shows that molecular diffusion alone will be sufficient to mix brine chemistry over a distance of meters and therefore the formation of localized reducing zones in the repository is of low consequence. The diffusion of a chemical species in a porous medium can be described by Ficks equation (e.g.,  HYPERLINK "../../references/Others/Richardson_McSween_1989.pdf" Richardson and McSween 1989, p.132):  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 17) where C is the concentration of the diffusing chemical species, t is the time, X is the distance, and Deff is the effective diffusivity of the chemical species in a given porous medium. Deff is related to the porosity (() of the medium by (e.g.,  HYPERLINK "../../references/Others/Oelkers_1996.pdf" Oelkers 1996):  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 18) where D is the diffusivity of the species in pure solution. The D values for most aqueous species at room temperatures fall into a narrow range, and 10(5 cm2 (1.5 ( 10(6 in.2) per s is a good approximation (e.g.,  HYPERLINK "../../references/Others/Richardson_McSween_1989.pdf" Richardson and McSween 1989, p.138). From the WIPP PA calculations (HYPERLINK "../../references/Others/Bean_et_al_1996_Analysis_Package_for_Salado_Flow_Calculations_Task_1_ERMS420238.pdf"Bean et al. 1996, p.7-29; HYPERLINK "../../references/Others/WIPP_PA_1993_Preliminary_Performance_Assessment_for_the_WIPP_SAND92_0700_4.pdf" \l "page=345"WIPP Performance Assessment 1993, Equation B-8), the porosity in the WIPP waste panels after room closure is calculated to be 0.4 to 0.7. From Equation ( REF Eq_SCR_19 \h SCR.19), the effective diffusivity Deff in the waste is estimated to be 2 5 ( 10(6 cm2 (7 ( 10(7 in.2) per second (= 6 16 ( 10(3 m2/year). Given a time scale of T, the typical diffusion penetration distance (L) can be determined by scaling:  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 19) Using Equation ( REF Eq_SCR_20 \h SCR.20), the diffusion penetration distance in the WIPP can be calculated as a function of diffusion time, as shown in  HYPERLINK \l "Figure_SCR-1"  REF _Ref207936732 \h Figure SCR-1.  EMBED Excel.Sheet.8  Figure SCR- SEQ Figure_SCR- \* ARABIC 1. Diffusion Penetration Distance in the WIPP as a Function of Diffusion Time Direct brine release requires the repository gas pressure to be at least 8 MPa ( HYPERLINK "../../references/Others/Stoelzel_Brien_1996_Effects_of_Salt_Water_ERMS240837.PDF" Stoelzel et al. 1996). The CRA-2009 calculations show that it will take at least 100 years for the repository pressure to reach this critical value by gas generation processes (see  HYPERLINK "../../references/Others/Nemer_Clayton_2008_Analysis_Package_for_Salado_Flow_Modeling_ERMS548607.pdf" \l "page=83" Nemer and Clayton 2008, Figure 6-24). Over this time scale, according to Equation ( REF Eq_SCR_20 \h SCR.20) and  HYPERLINK \l "Figure_SCR-1"  REF _Ref207936732 \h Figure SCR-1, molecular diffusion alone can mix brine composition effectively at least over a distance of ~ 1m (3.3 ft). The above calculation assumes diffusion only through liquid water. This assumption is applicable to steel corrosion, the humid rate of which is zero. Note that microbial reactions can also consume or release gaseous species. The diffusion of a gaseous species is much faster than an aqueous one. Thus molecular diffusion can homogenize microbial reactions even at a much larger scale. The height of waste stacks in the repository after room closure (h) can be calculated by:  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 20) where h0 and (0 are the initial height of waste stacks and the initial porosity of wastes, which are assumed to be 4 m and 0.88, respectively, in the WIPP PA. For ( = 0.4 0.7, h is estimated to be 0.8 to 1.4 m. This means that molecular diffusion alone can homogenize redox reaction in the vertical dimension of the repository. Therefore, the formation of localized reducing zones is unlikely. The general repository environment will become reducing shortly after room closure because of metal corrosion and microbial reactions. Therefore, localized reducing zones can be eliminated from PA calculations on the basis of low consequence to the disposal system. Organic Complexation 1 FEP Numbers: W68, W69, and W71 FEP Titles: Organic Complexation (W68) Organic Ligands (W69) Kinetics of Organic Complexation (W71) Screening Decision: UP W68 and W69 SO-C W71 The effects of anthropogenic Organic Complexation reactions, including the effects of Organic Ligands, humic, and fulvic acids, have been incorporated in the PA calculations. The kinetics of organic ligand complexation is screened out because the rate at which organic ligands are complexed to actinide is so fast that it has no consequence to repository performance. Summary of New Information No new information has been identified for these FEPs. Screening Argument From a PA standpoint, the most important actinides are Th, U, Np, Pu, and Am. Dissolved Th, U, Np, Pu, and Am will essentially speciate entirely as Th(IV), U(IV) or U(VI), Np(IV) or Np(V), Pu(III) or Pu(IV), and Am(III) under the strongly reducing conditions expected as a result of the presence of Fe(II) and microbes (see the  HYPERLINK "../../references/CRA-2004/Appendix_PA_Attachment_SOTERM.pdf" \l "page=15" CRA-2004, Appendix PA, Attachment SOTERM, Section SOTERM-2.2.5). Some organic ligands can increase the actinide solubilities. An estimate of the complexing agents in the TRU solidified waste forms scheduled for disposal in the WIPP is presented in the  HYPERLINK "../../references/CRA-2004/Appendix_DATA_Attachment_F.pdf" \l "page=62" CRA-2004, Appendix DATA, Attachment F, Table DATA-F-33. Acetate, citrate, oxalate, and EDTA were determined to be the only water-soluble and actinide-complexing organic ligands present in significant quantities in the TWBIR. These ligands and their complexation with actinides (Th(IV), U(VI), Np(V), and Am(III)) in a variety of ionic strength media were studied at Florida State University (FSU) ( HYPERLINK "../../references/Others/Choppin_et_al_WIPP_Actinide_Source_Term_Test_Program_SAND99_0943.pdf" Choppin et al. 2001). The FSU studies showed that acetate, citrate, oxalate, and EDTA are capable of significantly enhancing dissolved An concentrations. Lactate behavior was also studied at FSU because it appeared in the preliminary inventory of nonradioactive constituents of the TRU waste to be emplaced in the WIPP ( HYPERLINK "../../references/Others/Brush_1990_Test_Plan_for_Laboratory_and_Modeling_Studies_SAND90_0266.pdf" Brush 1990); lactate did not appear in the CRA-2004 inventory, nor does it appear in the inventory used for the CRA2009. The solubility of the actinides is calculated using FMT, a computer code for calculating actinide concentration limits based on thermodynamic parameters. The parameters for FMT are derived both from experimental investigations specifically designed to provide parameter values for this model and from the published literature. Although the FSU experimental work on organic ligands complexation showed that acetate, citrate, oxalate, and EDTA are capable of significantly enhancing dissolved An concentrations, SNL did not include the results in the FMT calculations for the CCA PA because (1) the thermodynamic database for organic complexation of actinides was not considered adequate at the time, and (2) side-calculations using thermodynamic data for low-ionic-strength NaCl solutions showed that transition metals (in particular iron, nickel, chromium, vanadium, and manganese present in waste drum steel) would compete effectively with the actinides for the binding sites on the organic ligands, thus preventing significant complexation of actinides. The CRA-2009 calculations include the effects of organic ligands (acetate, citrate, EDTA, and oxalate) on actinide solubilities in the FMT calculations ( HYPERLINK "../../references/Others/Brush_Xiong_2003_Calculation_of_Actinide_Solubilities_AP098_ERMS527714.pdf" Brush and Xiong 2003). The FMT database includes all of the results of experimental studies ( HYPERLINK "../../references/Others/Choppin_et_al_WIPP_Actinide_Source_Term_Test_Program_SAND99_0943.pdf" Choppin et al. 2001) required to predict the complexation of dissolved An(III), An(IV), and An(V) species by acetate, citrate, EDTA, and oxalate ( HYPERLINK "../../references/Others/Giambalvo_to_Brush_2002_July_25_Recommended_Parameter_Values_for_Modeling_Organic_Ligands_ERMS522981.pdf" Giambalvo 2002a,  HYPERLINK "../../references/Others/Giambalvo_to_Brush_2002_July_31_Recommended_Normalized_Chemical_Potential_Values_ERMS523057.pdf" 2002b). Solution complexation reactions of most metal ions with common inorganic ligands, such as carbonate and hydroxide, and with organic ligands, such as acetate, citrate, oxalate, and EDTA, are kinetically very fast, reaching equilibrium in fractions of a second, an inconsequentially short time increment on the scale of the 10,000-yr regulatory period. Reactions of these types are generally so fast that special techniques must be adopted to measure the reaction rates; as a practical matter, the reaction rate is limited by the mixing rate when metal solutions are combined with ligand solutions. For that reason, the rate at which organic ligands are complexed to actinide is of no consequence to repository performance. Kinetics of organic complexation may be eliminated from PA calculations on the basis of no consequence. FEP Number: W70 FEP Title: Humic and Fulvic Acids Screening Decision: UP  SEQ CHAPTER \h \r 1The presence of Humic Acids and Fulvic Acids is incorporated in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument The occurrence of humic acids and fulvic acids is incorporated in PA calculations in the models for radionuclide transport by humic colloids (see HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_3_2"Appendix PA2009, Section PA-4.3.2). Chemical Effects on Material Properties FEP Numbers: W74, W76, and W115 FEP Titles: Chemical Degradation of Shaft Seals (W74) Microbial Growth on Concrete (W76) Chemical Degradation of Panel Closures (W115) Screening Decision: UP  SEQ CHAPTER \h \r 1The effects of Chemical Degradation of Shaft Seals, Chemical Degradation of Panel Closures, and Microbial Growth on Concrete are accounted for in PA calculations. Summary of New Information Changes to the titles of these FEPs are a result of the FEPs analysis conducted for the Panel Closure Redesign planned change request (HYPERLINK "../../references/Others/Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf"Kirkes 2006). Screening Argument The concrete used in the seal systems and panel closure systems will degrade as a result of chemical reaction with the infiltrating groundwater. Degradation could lead to an increase in permeability of the seal system. The main uncertainties with regard to cement degradation rates at the WIPP are the effects of groundwater chemistry, the exact nature of the cementitious phases present, and the rates of brine infiltration. The PA calculations take a conservative approach to these uncertainties by assuming a large increase in permeability of the concrete seals only a few hundred years after closure. These permeability values are based on seal design considerations and consider the potential effects of degradation processes. Therefore, the effects of chemical degradation of seals and chemical degradation of panel closures are accounted for in PA calculations through the CDFs used for seal material permeabilities. Concrete can be inhabited by alkalophilic bacteria, which could produce acids, thereby accelerating the seal degradation process. Nitrification processes, which will produce nitric acid, tend to be aerobic, and will be further limited at the WIPP by the low availability of ammonium in the brines (HYPERLINK "../../references/Others/Pederson_Karlsson_1995_Investigations_of_Subterranean_Microorganisms_ERMS241240.pdf" \l "page=98"Pedersen and Karlsson 1995, p. 75). Because of the limitations on growth caused by the chemical conditions, it is likely that the effects of microbial growth on concrete will be small. The effects of such microbial activity on seal properties are, therefore, implicitly accounted for in PA calculations through the CDFs used for seal material permeabilities. FEP Number: W75 FEP Title: Chemical Degradation of Backfill Screening Decision: SO-C The effects on material properties of the Chemical Degradation of Backfill have been eliminated from PA calculations on the basis of low consequence. Summary of New Information No new information has been identified for this FEP. Screening Argument Degradation of the chemical conditioners or backfill added to the disposal room is a prerequisite of their function in buffering the chemical environment of the disposal room. However, the chemical reactions ( HYPERLINK "../../references/Others/Snider_2001.pdf" Snider 2001) and dissolution involved will change the physical properties of the material. Because the mechanical and hydraulic characteristics of the backfill have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system, the effects of the chemical degradation of backfill on material properties have been eliminated from PA calculations on the same basis. Contaminant Transport Mode FEPs Solute and Colloid Transport FEP Number: W77 FEP Title: Solute Transport Screening Decision: UP  SEQ CHAPTER \h \r 1Transport of dissolved radionuclides is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Solute transport may occur by advection, dispersion, and diffusion down chemical potential gradients, and is accounted for in PA calculations (see HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-2_1_4_4"Appendix PA-2009, Section PA-2.1.4.4). FEP Numbers: W78, W79, W80, and W81 FEP Titles: Colloidal Transport (W78) Colloidal Formation and Stability (W79) Colloidal Filtration (W80) Colloidal Sorption (W81) Screening Decision: UP  SEQ CHAPTER \h \r 1Formation of colloids, transport of colloidal radionuclides, and colloid retardation through filtration and sorption are accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs. Screening Argument Colloids typically have sizes of between 1 nm and 1 (m and may form stable dispersions in groundwaters. Colloid formation and stability depends on their composition and the prevailing chemical conditions (for example, salinity). Depending on their size, colloid transport may occur at different rates than those of fully dissolved species. They may be physically excluded from fine porous media, and their migration may be accelerated through fractured media in channels where velocities are greatest. However, they can also interact with the host rocks during transport and become retarded. These interactions may be of a chemical or physical nature and include electrostatic effects leading to colloid sorption, and sieving leading to colloid filtration and pore blocking. Colloidal formation and stability is accounted for in PA calculations through estimates of colloid numbers in the disposal room based on the prevailing chemical conditions ( HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM-3_8" Appendix SOTERM2009, Section SOTERM-3.8). Colloidal sorption, colloidal filtration, and colloidal transport in the Culebra are accounted for in PA calculations (Appendix SOTERM2009, Section SOTERM-3.8). Particle Transport FEP Numbers: W82, W83, W84, W85, and W86 FEP Titles: Suspension of Particles (W82) Rinse (W83) Cuttings (W84) Cavings (W85) Spallings (W86) Screening Decision: DP W82, W84, W85, W86 SO-C W83  SEQ CHAPTER \h \r 1The formation of particulates through Rinse and subsequent transport of radionuclides in groundwater and brine has been eliminated from PA calculations for undisturbed conditions on the basis of low consequence to the performance of the disposal system. The transport of radionuclides as particulates (cuttings, cavings, and spallings) during penetration of the repository by a borehole, is accounted for in PA calculations. Summary of New Information No new information has been identified for these FEPs. Screening Argument Suspensions of particles that have sizes larger than colloids are unstable because the particles undergo gravitational settling. It is unlikely that brine flow will be rapid enough within the WIPP disposal rooms to generate particulate suspensions through rinse and transport under undisturbed conditions. Mobilization of suspensions would effect a local and minor redistribution of radionuclides within the room and would not result in increased radionuclide transport from the repository. The formation of particulates through rinse and transport of radionuclides in groundwater and brine has been eliminated from PA calculations for undisturbed conditions on the basis of low consequence to the performance of the disposal system. Inadvertent human intrusion into the repository by a borehole could result in transport of waste material to the ground surface through drilling-induced flow and blowouts (FEPs H21 and H23,  HYPERLINK \l "SCR-5_2_1_1" Section  REF _Ref212793924 \r \h SCR-5.2.1.1 and  HYPERLINK \l "SCR-5_2_1_3" Section  REF _Ref212795145 \r \h SCR-5.2.1.3). This waste could include material intersected by the drill bit (cuttings), material eroded from the borehole wall by circulating drilling fluid (cavings), and material that enters the borehole as the repository depressurizes (spallings). Transport of radionuclides by these materials and in brine is accounted for in PA calculations and is discussed in  HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_5" Appendix PA2009, Section PA-4.5. Microbial Transport FEP Number: W87 FEP Title: Microbial Transport Screening Decision: UP Transport of radionuclides bound to microbes is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Microbes will be introduced into the disposal rooms during the operational phase of the repository and will also occur naturally in geological units throughout the disposal system. Because of their colloidal size, microbes, and any radionuclides bound to them, may be transported at different rates than radionuclides in solution. Microbial transport of radionuclides is accounted for in PA calculations ( HYPERLINK "../Appendix_SOTERM/Appendix_SOTERM.htm" \l "SOTERM-5_0" Appendix SOTERM2009, Section SOTERM5.0). FEP Number: W88 FEP Title: Biofilms Screening Decision: SO-C Beneficial The effects of Biofilms on microbial transport have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Microbes will be introduced into the disposal rooms during the operational phase of the repository and will also occur naturally in geological units throughout the disposal system. Biofilms may influence microbial and radionuclide transport rates through their capacity to retain, and therefore retard, both the microbes themselves and radionuclides. The formation of biofilms in deep subsurface environments such as in the WIPP is controversial. Since the microbial degradation experiments at Brookhaven National Laboratory (BNL) bracket expected repository conditions, the potential effect of biofilms formation on microbial degradation and transport, if any, has been captured in the PA parameters derived from those experiments ( HYPERLINK "../../references/Others/Francis_Gillow_1994_Effects_of_Microbial_Processes_on_Gas_Generation_SAND93_7036.pdf" Francis and Gillow 1994;  HYPERLINK "../../references/Others/Francis_Gillow_Giles_1997_Microbial_Gas_Generation_SAND96_2582.pdf" Francis et. al 1997;  HYPERLINK "../../references/Others/Francis_Gillow_to_Wang_2000_January_6_Progress_Report_Microbial_Gas_Generation_ERMS509352.pdf" Francis and Gillow 2000; HYPERLINK "../../references/Others/Gillow_Francis_2001_Reevauluation_Microbrial_Gas_January_31_ERMS516749.pdf"Gillow and Francis 2001a; HYPERLINK "../../references/Others/Gillow_Francis_2001_Reevauluation_Microbrial_Gas_February_ERMS518970.pdf"Gillow and Francis 2001b; HYPERLINK "../../references/Others/Gillow_Francis_2002_Reevauluation_Microbrial_Gas_July_ERMS520467.pdf"Gillow and Francis 2002a; HYPERLINK "../../references/Others/Gillow_Francis_2002_Reevauluation_Microbrial_Gas_February_ERMS523189.pdf"Gillow and Francis 2002b). As a matter of fact, no apparent formation of stable biofilms was observed in the BNL experiments. The formation of biofilms tends to reduce cell suspension and mobility. This effect has been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Gas Transport FEP Number: W89 FEP Title: Transport of Radioactive Gases Screening Decision: SO-C The Transport of Radioactive Gases has been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information This FEP discussion has been updated to include recent inventory information. Screening Argument The production and potential transport of radioactive gases are eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Transportable radioactive gases are comprised mainly of isotopes of Rn and 14C. Rn gases are eliminated from PA because their inventory is small (<7 Ci; ( HYPERLINK "../../references/Others/Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf" Leigh, Trone, and Fox 2005)) and their half-lives are short (<4 days), resulting in insignificant potential for release from the repository. Contaminant Transport Processes Advection FEP Number: W90 FEP Title: Advection Screening Decision: UP Advection of contaminants is accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Advection (that is, the transport of dissolved and solid material by flowing fluid) is accounted for in PA calculations ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_3_5" Appendix PA2009, Section PA-4.3.5). Diffusion FEP Numbers: W91 and W92 FEP Titles: Diffusion (W91) Matrix Diffusion (W92) Screening Decision: UP  SEQ CHAPTER \h \r 1Diffusion of contaminants and retardation by Matrix Diffusion are accounted for in PA calculations. Summary of New Information No new information has been identified for this FEP. Screening Argument Diffusion (that is, the movement of molecules or particles both parallel to and transverse to the direction of advection in response to Brownian forces) and, more specifically matrix diffusion, whereby movement is transverse to the direction of advection within a fracture and into the surrounding rock matrix, are accounted for in PA calculations ( HYPERLINK "../Appendix_PA/Appendix_PA.htm" \l "PA-4_9" Appendix PA2009, Section PA4.9). Thermochemical Transport Phenomena FEP Number: W93 FEP Title: Soret Effect Screening Decision: SO-C The effects of thermochemical transport phenomena (the Soret Effect) have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information This FEP has been updated with new thermal heat rise values for Al corrosion, based on the latest inventory data. Screening Argument According to Ficks law, the diffusion flux of a solute is proportional to the solute concentration gradient. In the presence of a temperature gradient there will also be a solute flux proportional to the temperature gradient (the Soret Effect). Thus the total solute flux, J, in a liquid phase may be expressed as  EMBED Equation.DSMT4  (SCR. SEQ SCR. \* ARABIC 21) where C is the solute concentration, T is the temperature of the liquid, D is the solute diffusion coefficient, and  EMBED Equation.DSMT4  (SCR. SEQ SCR. \* ARABIC 22) in which ST is the Soret coefficient. The mass conservation equation for solute diffusion in a liquid is then  EMBED Equation.3  (SCR. SEQ SCR. \* ARABIC 23) When temperature gradients exist in solutions with both light and heavy solute molecules, the heavier molecules tend to concentrate in the colder regions of the solution. Typically, large temperature gradients are required for Soret diffusion to be significant compared to Fickian diffusion. Radioactive decay, nuclear criticality, and exothermic reactions are three possible sources of heat in the WIPP repository. The U.S. Department of Energy ( HYPERLINK "../../references/Others/DOE_1980_Final_Environmental_Impact_Statement_for_the_WIPP_ERMS238838.pdf" 1980) estimated that radioactive decay of CH-TRU waste will result in a maximum temperature rise at the center of the repository of 1.6C (2.9F) at 80 years after waste emplacement. Sanchez and Trellue ( HYPERLINK "../../references/Others/Sanchez_Trellue_1996_January_17_Estimation_of_Maximum_RH_TRU_ERMS231165.pdf" 1996) have shown that the total thermal load of RH-TRU waste will not significantly affect the average temperature increase in the repository. Temperature increases of about 3C (5.4F) may occur at the locations of RH-TRU containers with maximum thermal power (60 W). Such temperature increases are likely to be short-lived on the time scale of the 10,000-yr regulatory period because of the rapid decay of heat-producing nuclides in RH-TRU waste, such as 137Cs (cesium), 90Sr (strontium), 241Pu, and 147Pm (promethium), whose half-lives are approximately 30, 29, 14, and 3 years, respectively. Soret diffusion generated by such temperature gradients will be negligible compared to other radionuclide transport mechanisms. Temperature increases resulting from exothermic reactions are discussed in  HYPERLINK \l "SCR-6_3_4_1" Section  REF _Ref212799797 \r \h SCR-6.3.4.1. Potentially the most significant exothermic reactions are concrete hydration, backfill hydration, and aluminum corrosion. Hydration of the seal concrete could raise the temperature of the concrete to approximately 50C (122F) and that of the surrounding salt to approximately 38C (100F) one week after seal emplacement. However, the concrete seals will act as barriers to fluid flow for at least 100 years after emplacement, and seal permeability will be minimized ( HYPERLINK "../../references/Others/Wakeley_et_al_1995_Variability_in_Properties_of_Salado_Mass_Concrete_SAND94_1495_ERMS222744.pdf" Wakeley et al. 1995). As a result, short-term temperature increases associated with concrete hydration will not result in significant Soret diffusion through the seal system. The maximum temperature rise in the disposal panels will be less than 5C (9F) as a consequence of MgO hydration. Note that AICs will prevent drilling within the controlled area for 100 years after disposal. Heat generation by radioactive decay and concrete seal hydration will have decreased substantially after 100 years, and the temperatures in the disposal panels will have decreased nearly to the temperature of the undisturbed host rock. If the repository were to be inundated following a drilling intrusion, Al corrosion could, at most, result in a short-lived (two years) temperature increase of about 6.9C (12.4F). These calculated maximum heat generation rates resulting from Al corrosion and backfill hydration could not occur simultaneously because they are limited by brine availability; each calculation assumes that all available brine is consumed by the reaction of concern. Thus the temperature rise of 6.9C (12.4F) represents the maximum that could occur as a result of a combination of exothermic reactions occurring simultaneously. Temperature increases of this magnitude will not result in significant Soret diffusion within the disposal system. The limited magnitude and spatial scale of temperature gradients in the disposal system indicate that Soret diffusion will be insignificant, allowing the effects of thermochemical transport (soret effect) to be eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Electrochemical Transport Phenomena FEP Number: W94 FEP Title: Electrochemical Effects Screening Decision: SO-C The effects of electrochemical transport phenomena caused by electrochemical reactions have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information relating to this FEP has been identified. Screening Argument The variety of waste metals and metal packaging in the repository may allow galvanic cells spanning short distances to be established. The interactions among the metals depend upon their physical characteristics and the chemical conditions in the repository. For example, good physical and electrical contact, which is critical to the establishment of galvanic cells, may be impeded by electrically nonconductive waste materials. Additionally, in order to establish a galvanic cell, it is necessary that the metals have different values for standard reduction potentials. For example, a galvanic cell is not expected to be formed by contact of two segments of metals with identical compositions. As a result, galvanic cells can only be established by contact of dissimilar metals, as might happen because of contact between a waste drum and the contents, or between contents within a waste package. The localized nature of electrochemical transport is restricted to the size scale over which galvanic cells can develop, i.e., on the order of size of waste packages. Since the possible range of transport is restricted by the physical extent of galvanic activity, electrochemical effects cannot act as long-range transport mechanisms for radionuclides and therefore are of no consequence to the performance of the repository. FEP Number: W95 FEP Title: Galvanic Coupling (outside the repository) Screening Decision: SO-P The effects of Galvanic Coupling between the waste and metals external to the repository on transport have been eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. Summary of New Information No new information relating to this FEP has been identified. Screening Argument With regard to the WIPP, galvanic coupling refers to the establishment of galvanic cells between metals in the waste form, canisters, and other metals external to the waste form. Long-range electric potential gradients may exist in the subsurface as a result of groundwater flow and electrochemical reactions. The development of electric potential gradients may be associated with the weathering of sulfide ore bodies, variations in rock properties at geological contacts, bioelectric activity associated with organic matter, natural corrosion reactions, and temperature gradients in groundwater. With the exception of mineralization potentials associated with metal sulfide ores, the magnitude of electric potentials is usually less than about 100 millivolts (mV) and the potentials tend to average to zero over distances of several thousand feet ( HYPERLINK "../../references/Others/Telford_et_al_1976.pdf" Telford et al. 1976). Metals external to the waste form can include natural metallic ore bodies in the host rock. However, metallic ore bodies and metallic sulfide ores do not exist in the region of the repository (the  HYPERLINK "../../references/CCA/Chapter_GCR.pdf" CCA, Appendix GCR). As a result, galvanic coupling between the waste and metallic materials outside the repository cannot occur. Therefore, galvanic coupling is eliminated from PA calculations on the basis of low probability of occurrence over 10,000 years. FEP Number: W96 FEP Title: Electrophoresis Screening Decision: SO-C The effects of electrochemical transport phenomena caused by Electrophoresis have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information relating to this FEP has been identified. Screening Argument Long range (in terms of distance) electric potential gradients may exist in the subsurface as a result of groundwater flow and electrochemical reactions. The development of potentials may be associated with the weathering of sulfide ore bodies, variations in rock properties at geological contacts, bioelectric activity associated with organic matter, natural corrosion reactions, and temperature gradients in groundwater. With the exception of mineralization potentials associated with metal sulfide ores, the magnitude of such potentials is usually less than about 100 mV and the potentials tend to average to zero over distances of several thousand feet ( HYPERLINK "../../references/Others/Telford_et_al_1976.pdf" Telford et al. 1976, p. 458). Short range potential gradients caused by the corrosion of metals within the waste may be set up over distances that are restricted to the size scale of the waste packages. A variety of metals will be present within the repository as waste metals and metal packaging, which may allow electrochemical cells to be established over short distances. The types of interactions that will occur depend on the metals involved, their physical characteristics, and the prevailing solution conditions. Electrochemical cells that may be established will be small relative to the size of the repository, limiting the extent to which migration of contaminants by electrophoresis can occur. The electric field gradients will be of small magnitude and confined to regions of electrochemical activity in the area immediately surrounding the waste material. As a result, electrophoretic effects on migration behavior caused by both long and short range potential gradients have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. Physiochemical Transport Phenomena FEP Number: W97 FEP Title: Chemical Gradients Screening Decision: SO-C The effects of enhanced diffusion across Chemical Gradients have been eliminated from PAs on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information relating to this FEP has been identified. Screening Argument Chemical gradients within the disposal system, whether induced naturally or resulting from repository material and waste emplacement, may influence the transport of contaminants. Gradients will exist at interfaces between different repository materials and between repository and geological materials. Distinct chemical regimes will be established within concrete seals and adjoining host rocks. Similarly, chemical gradients will exist between the waste and the surrounding rocks of the Salado. Other chemical gradients may exist because of the juxtaposition of relatively dilute groundwaters and brines or between groundwaters with different compositions. Natural gradients currently exist between different groundwaters in the Culebra. Enhanced diffusion is a possible consequence of chemical gradients that occur at material boundaries. However, the distances over which enhanced diffusion could occur will be small in comparison to the size of the disposal system. Processes that may be induced by chemical gradients at material boundaries include the formation or destabilization of colloids. For example, cementitious materials that will be emplaced in the WIPP as part of the waste and the seals contain colloidal-sized materials, such as calcium-silicate-hydrate gels, and alkaline pore fluids. Chemical gradients will exist between the pore fluids in the cementitious materials and the less alkaline surroundings. Chemical interactions at these interfaces may lead to the generation of colloids of the inorganic, mineral fragment type. Colloidal compositions may include calcium and magnesium oxides, calcium hydroxide, calcium-aluminum silicates, calcium-silicate-hydrate gels, and silica. Experimental investigations of the stability of inorganic, mineral fragment colloidal dispersions have been carried out as part of the WIPP colloid-facilitated actinide transport program ( HYPERLINK "../../references/Others/Papenguth_Behl_1996_Test_Plan_for_Evaluation_of_Colloid_Facilitated_Actinide_ERMS417319.pdf" Papenguth and Behl 1996). Results of the investigations indicate that the salinities of the WIPP brines are sufficient to cause destabilization of mineral fragment colloidal dispersions. Therefore, concentrations of colloidal suspensions originating from concrete within the repository are expected to be extremely low, and are considered in PA calculations for completeness. FEP Number: W98 FEP Title: Osmotic Processes Screening Decision: SO-C The effects of Osmotic Processes have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. Summary of New Information No new information relating to this FEP has been identified. Screening Argument Osmotic processes, i.e., diffusion of water through a semipermeable or differentially permeable membrane in response to a concentration gradient, may occur at interfaces between waters of different salinities. Osmotic processes can occur if waters of different salinities and/or compositions exist on either side of a particular lithology such as clay, or a lithological boundary that behaves as a semipermeable membrane. At the WIPP, clay layers within the Salado may act as semipermeable membranes across which osmotic processes may occur. In the absence of a semipermeable membrane, water will move from the more dilute water into the more saline water. However, the migration of dissolved contaminants across an interface may be restricted depending upon the nature of the membrane. A hydrological gradient across a semipermeable membrane may either enhance or oppose water movement by osmosis depending on the direction and magnitude of the gradient. Dissolved contaminants that cannot pass through a semipermeable membrane may be moved towards the membrane and concentrated along the interface when advection dominates over osmosis and reverse osmosis occurs. Thus both osmosis and reverse osmosis can restrict the migration of dissolved contaminants and possibly lead to concentration along interfaces between different water bodies. The effects of osmotic processes have been eliminated from PA calculations on the basis of beneficial consequence to the performance of the disposal system. FEP Number: W99 FEP Title: Alpha Recoil Screening Decision: SO-C The effects of Alpha Recoil processes on radionuclide transport have been eliminated from PA calculations on the basis of low consequence to performance of the disposal system. Summary of New Information No new information relating to this FEP has been identified. Screening Argument Alpha particles are emitted with sufficiently high energies that daughter nuclides recoil appreciably to conserve system momentum. For example, 238U decays to 234Th with emission of a 4.1 megaelectron volt (MeV) alpha particle. The law of conservation of momentum requires that the daughter nuclide, 234Th, recoils in the opposite direction with an energy of approximately 0.07 MeV. The energy is great enough to break chemical bonds or cause 234Th to move a short distance through a crystal lattice. If the 234Th is close enough to the surface of the crystal, it will be ejected into the surroundings. 234Th decays to 234Pa which decays to 234U with respective half-lives of 24.1 days and 1.17 minutes. The recoil and decay processes can lead to the apparent preferential dissolution or leaching of 234U relative to 238U from crystal structures and amorphous or adsorbed phases. Preferential leaching may be enhanced because of radiation damage to the host phase resulting from earlier radioactive decay events. Consequently, 234U sometimes exhibits enhanced transport behavior relative to 238U. The influence of alpha recoil processes on radionuclide transport through natural geologic media is dependent on many site-specific factors, such as mineralogy, geometry, and microstructure of the rocks, as well as geometrical constraints on the type of groundwater flow, e.g., porous or fracture flow. Studies of natural radionuclide-bearing groundwater systems often fail to discern a measurable effect of alpha-recoil processes on radionuclide transport above the background uncertainty introduced by the spatial heterogeneity of the geological system. Consequently, the effects of the alpha recoil processes that occur on radionuclide transport are thought to be minor. These effects have therefore been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. FEP Number: W100 FEP Title: Enhanced Diffusion Screening Decision: SO-C Enhanced diffusion is a possible consequence of chemical gradients that occur at material boundaries. However, the distances over which enhanced diffusion could occur will be small in comparison to the size of the disposal system. Therefore, the effects of Enhanced Diffusion across chemical gradients at material boundaries have been eliminated from PAs on the basis of low consequence to the performance of the disposal system. Summary of New Information No new information has been identified for this FEP. Screening Argument Enhanced diffusion only occurs where there are higher than average chemical gradients. The spatial extent of chemical gradients should be quite limited and as enhanced diffusion occurs, it will tend to reduce the chemical gradient. Thus the driving force for the enhanced diffusion will be reduced and eventually eliminated as the system approaches steady state or equilibrium conditions. Because of the limited spatial extent of enhanced diffusion, its effect on radionuclide transport should be small. Processes that may be induced by chemical gradients at material boundaries include the formation or destabilization of colloids. For example, cementitious materials, emplaced in the WIPP as part of the waste and the seals, contain colloidal-sized phases such as calcium-silicate-hydrate gels and alkaline pore fluids. Chemical gradients will exist between the pore fluids in the cementitious materials and the less-alkaline surroundings. Chemical interactions at these interfaces may lead to the generation of colloids of the inorganic, mineral-fragment type. Colloidal compositions may include calcium and MgO, calcium hydroxide, calcium-aluminum silicates, calcium-silicate-hydrate gels, and silica. Concentrations of colloidal suspensions originating from concrete within the repository are considered in PA calculations even though expected to be extremely low. Distinct interfaces between waters of different salinities and different densities may limit mixing of the water bodies and affect flow and contaminant transport. Such effects have been eliminated from PA calculations on the basis of low consequence to the performance of the disposal system. The effects of enhanced diffusion across chemical gradients at material boundaries have been eliminated from PAs on the basis of low consequence to the performance of the disposal system. Ecological FEPs Plant, Animal, and Soil Uptake FEP Numbers: W101, W102, and W103 FEP Titles: Plant Uptake (W101) Animal Uptake (W102) Accumulation in Soils (W103) Screening Decision: SO-R for  HYPERLINK "40CFR191_13" section 191.13 W101, W102 SO-C Beneficial for section 191.13 W103 SO-C for  HYPERLINK "40CFR191_15" section 191.15 W101, W102, W103 Plant Uptake, Animal Uptake, and Accumulation in Soils have been eliminated from compliance assessment calculations for section 191.15 on the basis of low consequence. Plant Uptake and Animal Uptake in the accessible environment have been eliminated from PA calculations for section 191.13 on regulatory grounds. Accumulation in Soils within the controlled area has been eliminated from PA calculations for section 191.13 on the basis of beneficial consequences. Summary of New Information No new information has been identified for these FEPs. Screening Argument The results of the calculations presented in  HYPERLINK "../Section_34/Section_34.htm" Section 34, Results of Performance Assessment, show that releases to the accessible environment under undisturbed conditions are restricted to lateral releases through the DRZ at repository depth. Thus, for evaluating compliance with the EPAs individual protection requirements in  HYPERLINK "40CFR191_15" section 191.15, FEPs that relate to plant uptake, animal uptake, and accumulation in soils have been eliminated from compliance assessment calculations on the basis of low consequence. PAs for evaluating compliance with the EPAs cumulative release requirements in  HYPERLINK "40CFR191_13" section 191.13 need not consider radionuclide migration in the accessible environment. Therefore, FEPs that relate to plant uptake and animal uptake in the accessible environment have been eliminated from PA calculations on regulatory grounds. Accumulation in soils that may occur within the controlled area would reduce releases to the accessible environment and can, therefore, be eliminated from PA calculations on the basis of beneficial consequence. Human Uptake FEP Numbers: W104, W105, W106, W107, and W108 FEP Titles: Ingestion (W104) Inhalation (W105) Irradiation (W106) Dermal Sorption (W107) Injection (W108) Screening Decision: SO-R SO-C for section 191.15 Ingestion, Inhalation, Irradiation, Dermal Sorption, and Injection have been eliminated from compliance assessment calculations for  HYPERLINK "40CFR191_15" section 191.15 and  HYPERLINK "40CFR191_Subpart_C" Part 191 Subpart C on the basis of low consequence. FEPs that relate to human uptake in the accessible environment have been eliminated from PA calculations for  HYPERLINK "40CFR191_13" section 191.13 on regulatory grounds. Summary of New Information No new information has been identified for these FEPs. Screening Argument As described in  HYPERLINK "../Section_54/Section_54.htm" Section 54, Scope of Compliance Assessments, releases to the accessible environment under undisturbed conditions are restricted to lateral migration through anhydrite interbeds within the Salado. Because of the bounding approach taken for evaluating compliance with the EPAs individual protection requirements in  HYPERLINK "40CFR191_15" section 191.15 and the groundwater protection requirements in  HYPERLINK "40CFR191_Subpart_C" Part 191 Subpart C (see Section 54), FEPs that relate to human uptake by ingestion, inhalation, irradiation, dermal sorption, and injection have been eliminated from compliance assessment calculations on the basis of low consequence. PAs for evaluating compliance with the EPAs cumulative release requirements in  HYPERLINK "40CFR191_13" section 191.13 need not consider radionuclide migration in the accessible environment. Therefore, FEPs that relate to human uptake in the accessible environment have been eliminated from PA calculations on regulatory grounds. References <<. <1994>. . Journal of Allows and Compounds, vol. 213: 55356.<..\..\references\Others\Altenheinhaese_et_al_1994.pdf>> < <1978>. . Report to Sandia National Laboratories. . .<..\..\references\Others\Anderson_1978_Deep_Dissolution_of_Salt_Northern_Delaware_Basin_ERMS229530.pdf>> <. <1972>. . Geological Society of America Bulletin, vol. 83, no. 1: 5985. .<..\..\references\Others\Anderson_et_al_1972_Permian_Castile.pdf>> <. <1978>. . Geology and Mineral Deposits of Ochoan Rocks in Delaware Basin and Adjacent Areas: New Mexico Bureau of Mines and Mineral Resources (pp. 7984), Circular 159. G.S. Austin, ed. .<..\..\references\Others\ERMS241419.pdf>> < <1989>. . Geological Society of America Bulletin, vol. 101: 154351.<..\..\references\Others\Bachhuber_1989.pdf>> < <1974>. . Open-File Report 74-194. . .<..\..\references\Others\Bachman_1974_Geologic_Processes_and_Cenozoic_ERMS243249.pdf>> < <1980>. . . . ERMS 241268.<..\..\references\Others\Bachman_1980_Regional_Geology_Cenozoic_History_Open_File_Report_80_1099.pdf>> < <1981>. . . . ERMS 241265.<..\..\references\Others\Bachman_1981_Geology_of_Nash_Draw_Open_File_Report_81_31.pdf>> < <1985>. . SAND84-7178. . .<..\..\references\Others\Bachman_1985_Assessment_of_Near_Surface_Dissolution_at_and_Near_the_WIPP_SAND84_7178_ERMS224609.pdf>> < <1987>a. . The Rustler Formation at the WIPP Site: Report of a Workshop on the Geology and Hydrology of the Rustler Formation as it Relates to the WIPP Project (pp. 1625). L. Chaturvedi, ed. , . . Santa Fe: EEG-34, Environmental Evaluation Group.<..\..\references\Others\ERMS249769.pdf>> < <1987>b. . . ERMS 224006. .<..\..\references\Others\Bachman_1987_Karst_in_Evaporites_SAND86_7078.pdf>> <. <1980>. . . ERMS 241220. .<..\..\references\Others\Barnhart_et_al_1980_Potential_Microbial_Impact_on_TRU_Wastes_LA_8297_PR.pdf>> < <1973>. . . .<..\..\references\Others\ERMS243337.pdf>> <. <1982>. . . .<..\..\references\Others\Report_of_Investigations_114.pdf>> <. <1996>. . . . (EPA Air Docket A-93-02, Item II-G-08).<..\..\references\Others\Bean_et_al_1996_Analysis_Package_for_Salado_Flow_Calculations_Task_1_ERMS420238.pdf>> < <1986>. . . ERMS 227656. .<..\..\references\Others\Beauheim_1986_SAND86_1364_Hydraulic_Test_Interpretations.pdf>> < <2002>. . AP-088. . .<..\..\references\Others\Beauheim_2002_Analysis_Plan_for_the_Evaluation_of_the_Effects_of_Head_Changes_ERMS524785.pdf>> <. <1983>. . . ERMS 241315. .<..\..\references\Others\Beauheim_Hassinger_Klaiber_1983_Basic_Data_Report_for_Borehole_Cabin_Baby_1_WTSD_TME_020.pdf>> <. <1998>. . . ERMS 251839. .<..\..\references\Others\Beauheim_and_Ruskauff_1998_SAND98_0049_Analysis_of_Hydraulic_Tests.pdf>> < <1996>. . Summary Memorandum of Record for GG-8 and RNT-26. <16 May 1996>. SWCF-A 1.2.07.3: PA: QA: TSK: GG-8, RNT-26. . .<..\..\references\Others\Bennett_1996_Formation_and_Transport_of_Radioactive_Gases_ERMS415478.pdf>> <. <1992>. . Journal of Nuclear Materials, vol. 190: 31515. .<..\..\references\Others\ERMS241221.pdf>> <. <1996>. . <20 August 1996>. . .<..\..\references\Others\Bennett_Wang_Hicks_to_Distribution_1996_August_20_An_Evaluation_ERMS240635.pdf>> < <1981>. . Reviews in Mineralogy, vol. 8: 11133. A.C. Lasaga, and R.J. Kirkpatrick, eds. . .<..\..\references\Others\Berner_1981_Kinetics_of_Weathering_Diagenesis_ERMS241361.pdf>> <. <1991>. . Neotectonics of North America (pp. 423436). D.B. Slemmons, E.R. Engdahl, M.D. Zoback, and D.D. Blackwell, eds. . .<..\..\references\Others\ERMS241460.pdf>> < <1987>. . Guidebook 18: Geology of the Western Delaware Basin, West Texas and Southeastern New Mexico (pp. 8097). D.W Powers and W.C. James, eds. . .<..\..\references\Others\ERMS235759.pdf>> <. <1983>. . SAND82-1069. . .<..\..\references\Others\Borns_et_al_1983_Deformation_of_Evaporites_Near_the_WIPP_SAND82_1069_ERMS227532.pdf>> <. <1985>. . SAND83-1798. . .<..\..\references\Others\Borns_Shaffer_1985_Regional_Well_Log_Correlation_SAND83_1798_ERMS224511.pdf>> < <1982>. . . ERMS 239094. .<..\..\references\Others\Brausch_Kuhn_Register_1982_Natural_Resources_Study_WIPP_WTSD_TME_3156.pdf>> < <1987>. . Earthquakes and Volcanoes, vol. 19, no. 4: 13846. .<..\..\references\Others\Bredehoeft_Riley_Roeloffs_1987_Earthquakes_Groundwater_ERMS241635.pdf>> <. <1972>. . . . ERMS 243356.<..\..\references\Others\Brokaw_et_al_1972_Geology_Hydrology_of_the_Carlsbad_Potash_Area_Open_File_Report_4339_1.pdf>> <. <1987>. . . ERMS 241222.<..\..\references\Others\Bruno_Sandino_1987_Radionuclide_CoPrecipitation_SKB_Technical_Report_87_23.pdf>> < <1990>. . . ERMS 225053. .<..\..\references\Others\Brush_1990_Test_Plan_for_Laboratory_and_Modeling_Studies_SAND90_0266.pdf>> < <1996>. . <10 June 1996>. . .<..\..\references\Others\Brush_to_Tierney_1996_June_10_Ranges_and_Probability_Distributions_ERMS238801.pdf>> <. <1996>. . <24 July 1996>. . .<..\..\references\Others\Brush_Storz_to_Tierney_1996_July_24_Revised_Ranges_and_Probability_Distributions_ERMS238231.pdf>> <. <2003>. . AP-098. . .<..\..\references\Others\Brush_Xiong_2003_Calculation_of_Actinide_Solubilities_AP098_ERMS527714.pdf>> <. <1993>. . New Mexico Geological Society Guidebook. 44th Field Conference, Carlsbad Region, New Mexico and West Texas. D.W. Love, J.W. Hawley, B.S. Kues, J.W. Adams, G.W. Austin, and J.M. Barker, eds. . .<..\..\references\Others\ERMS241273.pdf>> <. <1997>. . . ERMS 247018. .<..\..\references\Others\Bynum_et_al_Implementation_of_Chemical_Controls_SAND96_2656C.pdf>> <. <1990>. . . ERMS 210551. .<..\..\references\Others\Cauffman_LaVenue_McCord_1990_Groundwater_Flow_Modeling_Culebra_Dolomite_SAND89_70682.pdf>> < <1986>. , EEG-35, DOE/AL/10752-35. . .<..\..\references\Others\Chapman_1986_Stable_Isotopes_in_SE_NM_Groundwater_EEG35_DOEAL10752_35.pdf>> < <1988>. . EEG-39. . .<..\..\references\Others\Chapman_1988_Chemical_Radiochemical_Characteristics_of_Groundwater_EEG39.pdf>> <. <1986>. . Nature, vol. 324, no. 6093: 13740. .<..\..\references\Others\Chappell_Shackleton_1986_Oxygen_Isotopes_Sea_Level_ERMS241275.pdf>> <. <2001>. . . ERMS 518556. .<..\..\references\Others\Choppin_et_al_WIPP_Actinide_Source_Term_Test_Program_SAND99_0943.pdf>> <. <1974>. . . ERMS 241224. .<..\..\references\Others\Claiborne_Gera_1974_Potential_Containment_Failure_Mechanisms_Consequences_ORNL_TM_4639.pdf>> < <2008>. . AP-137. . .<..\..\references\Others\Clayton_2008_AP137_Analysis_Plan_for_the_Performance_Assessment_for_CRA_2009_ERMS547905.pdf>> <. <1996>. . . ERMS 243482. .<..\..\references\Others\Corbet_Knupp_1996_The_Role_of_Regional_Groundwater_Flow_SAND96_2133.pdf>> <.. <1990>. . NUREG/CR-1667. SAND80-1429. . .<..\..\references\Others\Cranwell_et_al_Risk_Methodology_for_Geologic_Disposal_SAND80_1429.pdf>> < <1999>. . Sulfur, no. 264. . .<..\..\references\Others\ERMS530223.pdf>> < <1982>. (). . <..\..\references\Others\D_Appolonia_Consulting_Engineers_Inc_1982_Natural_Resources_Study_NM78_648_813A.pdf>> < <1983>. . State of New Mexico Environmental Evaluation Group Conference, WIPP Site Suitability for Radioactive Waste Disposal, Carlsbad, NM, . . .<..\..\references\Others\Davies_1983_Assessing_the_Potential_for_Deep_Seated_Salt_ERMS229533.pdf>> < <1989>. . . ERMS 238854. .<..\..\references\Others\Davies_1989_Variable_Density_Groundwater_Flow_Open_File_Report_88_490.pdf>> << SEQ CHAPTER \h \r 1Davis, J.A., and D.B. Kent>. <1990>. . Mineral-Water Interface Geochemistry. M.F. Hochella and A.F. White, eds. Reviews in Mineralogy vol. 23: pp. 177260. . .<..\..\references\Others\Davis_Kent_1990_Surface_Complexation_Modeling_in_Aqueous_Geochemistry_ERMS241473.pdf>> <. <1978>. . . ERMS 227328. .<..\..\references\Others\Dawson_Tillerson_1978_Nuclear_Waste_Canister_Thermally_SAND78_0566.pdf>> <. <1977>. . Impact and Explosion Cratering: Planetary and Terrestrial Implications (pp. 24775). D.J. Roddy, R.O. Pepin, and R.B. Merrill, eds. .<..\..\references\Others\Dence_Grieve_Robertson_1977.pdf>> <. <2000>. . Cement and Concrete Research, vol. 30: 161923.<..\..\references\Others\Dickson_Glasser_2000.pdf>> < <1961>. , Scientific American, vol. 205, no. 2: 5058. .<..\..\references\Others\Dietz_1961_Astroblemes_Scientific_American_ERMS241226.pdf>> <. <1978>. . Journal of the Geotechnical Engineering Division, American Society of Civil Engineers, vol. 104, No. GT2: 17591. .<..\..\references\Others\Dowding_Rozen_1978_Damage_to_Rock_Tunnels_from_Earthquake_Shaking_ERMS241350.pdf>> < <1985>. , in Soil Reclamation Processes: Microbiological Analyses and Applications. R.L. Tate, III and D.A. Klein, eds. . (pp. 279331). .<..\..\references\Others\ERMS241227.pdf>> <. <1994>. . . .<..\..\references\Others\Francis_Gillow_1994_Effects_of_Microbial_Processes_on_Gas_Generation_SAND93_7036.pdf>> <. <2000>. . <6 January 2000>. . .<..\..\references\Others\Francis_Gillow_to_Wang_2000_January_6_Progress_Report_Microbial_Gas_Generation_ERMS509352.pdf>> <. <1997>. . . ERMS 244125. .<..\..\references\Others\Francis_Gillow_Giles_1997_Microbial_Gas_Generation_SAND96_2582.pdf>> < <2002>a. . <25 July 2002>. . .<..\..\references\Others\Giambalvo_to_Brush_2002_July_25_Recommended_Parameter_Values_for_Modeling_Organic_Ligands_ERMS522981.pdf>> < <2002>b. . <31 July 2002>. . .<..\..\references\Others\Giambalvo_to_Brush_2002_July_31_Recommended_Normalized_Chemical_Potential_Values_ERMS523057.pdf>> <. <2000>. , Radiochemica Acta, vol. 88: 769774.<..\..\references\Others\Gillow_et_al_2000_The_Potential_Microbes_Facilit_Transport.pdf>> <. <2001>a. . Sandia National Laboratories Technical Baseline Reports, WBS 1.3.5.4, Repository Investigations Milestone RI010, (pp. 1946). . .<..\..\references\Others\Gillow_Francis_2001_Reevauluation_Microbrial_Gas_January_31_ERMS516749.pdf>> <. <2001>b. . Sandia National Laboratories Technical Baseline Reports, WBS 1.3.5.4, Repository Investigations Milestone R1020, (pp. 3-1 through 3-21). . .<..\..\references\Others\Gillow_Francis_2001_Reevauluation_Microbrial_Gas_February_ERMS518970.pdf>> <. <2002>a. . Sandia National Laboratories Technical Baseline Reports, WBS 1.3.5.3, Compliance Monitoring; WBS 1.3.5.4, Repository Investigations, Milestone RI110, (pp. 2.1-1 through 2.1-26). . .<..\..\references\Others\Gillow_Francis_2002_Reevauluation_Microbrial_Gas_July_ERMS520467.pdf>> <. <2002>b. . Sandia National Laboratories Technical Baseline Reports, WBS 1.3.5.3, Compliance Monitoring; WBS 1.3.5.4, Repository Investigations, Milestone RI130, (pp. 3.1-1 through 3.1-A10). . .<..\..\references\Others\Gillow_Francis_2002_Reevauluation_Microbrial_Gas_February_ERMS523189.pdf>> <. <1996>. . Waste Management, vol. 16, no. 4: 295303.<..\..\references\Others\Gougar_Scheetz_Roy_1996.pdf>> < <1991>. . . . .<..\..\references\Others\Gray_to_Price_1991_September_25_Carlsbad_Brine_ERMS549576.pdf>> < <1987>. . Annual Review of Earth and Planetary Sciences, vol. 15: 24570. .<..\..\references\Others\Grieve_1987_Terrestrial_Impact_Structures_ERMS241228.pdf>> <. <1999>. in New Mexico Bureau of Mines & Mineral Resources (pp. 3367), Circular 207 (1999).<..\..\references\Others\Griswold_Griswold_1999.pdf>> <. <2008>. . (). .<..\..\references\Others\Hall_et_al_2008_Water_Injection_at_WIPP_ERMS549596.pdf>> < <1964>. , Meteoritics, vol. 2, no. 3: 271278. .<..\..\references\Others\ERMS241229.pdf>> < <1987>. , National Geographic Research, vol. 3, no. 2: 14251.<..\..\references\Others\Harris_1987_Reconstruction_of_Mid_Wisconsin_Environments.pdf>> < <1988>. . Journal of Vertebrate Paleontology, vol. 8, no. 3: 30713.<..\..\references\Others\Harris_1988.pdf>> < <1965>. , Icarus, vol. 4, no. 2: 157"65. <ERMS 241230>.<..\..\references\Others\ERMS241230.pdf>> <<Hartmann, W.K.> <1979>. <Long-Term Meteorite Hazards to Buried Nuclear Waste Report 2, in Assessment of Effectiveness of Geologic Isolation Systems: A Summary of FY-1978 Consultant Input for Scenario Methodology Development>. B.L. Scott, G.L. Benson, R.A. Craig, and M.A. Harwell, eds. . . ERMS 241232.<..\..\references\Others\Hartmann_1979_Long_Term_Meteorite_Hazards_to_Buried_Nuclear_Waste_PNL_2851.pdf>> <. <1987>. , . ERMS 228486. .<..\..\references\Others\Haug_et_al_1987_Modeling_of_Groundwater_Flow_SAND86_7167.pdf>> < <1993>. . New Mexico Geological Society, Forty-Fourth Annual Field Conference, Carlsbad, NM, (pp. 26169). D.W. Love et al., eds. . .<..\..\references\Others\ERMS241431.pdf>> <. <1998>. . . ERMS 252619 .<..\..\references\Others\Helton_et_al_1998_Uncertainty_Sensitivity_Analysis_Results_SAND98_0365.pdf>> < <1997>. . <26 February 1997>. . .<..\..\references\Others\Heyn_1997_Potash_Solution_Mining_ERMS530221.pdf>> < <1991>. . <12 April 1991>. .<..\..\references\Others\Hickerson_to_Pierce_1991_April_12.pdf>> < <1996>. , Summary Memorandum of Record for GG-4 and S-10. Memorandum. <29 May 1996>. SWCF-A 1.2.07.3: PA: QA: TSK: S10,GG4. . .<..\..\references\Others\Hicks_1996_Thermal_Convection_Effects_of_Thermal-Gradients_ERMS411687.pdf>> < <1997>a. Memorandum from T. Hicks to P. Swift. <6 March 1997>. .<..\..\references\Others\Hicks_1997_Solutions_for_Mining_Potash.pdf>> < <1997>b. Memorandum from T.W. Hicks to P.N. Swift. <7 March 1997>. .<..\..\references\Others\Hicks_1997_Solutions_for_Mining_Brine.pdf>> <. <1984>. : . . ERMS 241347.<..\..\references\Others\Holt_Powers_1984_Geotechnical_Activities_in_Waste_Handling_Shaft_WTSD_TME_038.pdf>> <. <1986>. : . ERMS 241696. .<..\..\references\Others\Holt_Powers_1986_Geotechnical_Activities_in_Exhaust_Shaft_86_008.pdf>> <. <1988>. . . ERMS 242145. .<..\..\references\Others\Holt_Powers_1988_Facies_Variability_Post_Depositional_Alteration_Within_the_Rustler_Formation_88_004.pdf>> <. <1990>. . . .<..\..\references\Others\Holt_Powers_1990_Geotechnical_Activities_in_Air_Intake_Shaft_90_051.pdf>> <. <2002>. . Geological Society of America Abstracts with Programs, vol. 34, no. 6: 215.<..\..\references\Others\Holt_Powers_2002_Impact.pdf>> <. <2002>. (). . .<..\..\references\Others\Holt_Yarbrough_2002_Analysis_Report_Task_2_of_AP_088_Estimating_Base_TFIELDs_ERMS523889.pdf>> <. <1980>. , Science, vol. 207, no. 4434: 943953. .<..\..\references\Others\ERMS241338.pdf>> < <1989>. . Environmental Geology and Water Science, vol. 14: 8192.<..\..\references\Others\Johnson_1989_Development_of_the_Wink_Sink.pdf>> <. <2003>. . Evaporite Karst and Engineering/Environmental Problems in the United States (pp. 18396). K.T. Johnson and J.T. Neal, eds. .<..\..\references\Others\Johnson_Collins_Seni_2003.pdf>> < <1981>. . . . ERMS 242321.<..\..\references\Others\Jones_1981_Geologic_Data_for_Borehole_ERDA_6_Open_File_Report_81_468.pdf>> <. <1978>. . . .<..\..\references\Others\Karnbranslesakerhet_1978_Handling_of_Spent_Nuclear_Fuel_ERMS242406.pdf>> <. <1994>. . FEMS Microbiology Letters, vol. 122, nos. 1-2: 9196. .<..\..\references\Others\Kato_et_al_1994_High_Pressure_Conditions_Stimulate_Expression_ERMS241233.pdf>> < <1948>. . Professional Paper 215. . .<..\..\references\Others\King_1948_Geology_of_the_Southern_Guadalupe_Mountains_ERMS241749.pdf>> < <2006>. (Revision 1, ). . .<..\..\references\Others\Kirkes_2006_Performing_FEPs_Baseline_Impact_Assessment_ERMS543625.pdf>> < <2008>. . . .<..\..\references\Others\Kirkes_2008_Features_Events_and_Processes_Assessment_Rev0_ERMS550489.pdf>> < <1978>. . Geology and Mineral Deposits of Ochoan Rocks in Delaware Basin and Adjacent Areas. G.S. Austin, ed. Circular 159. . .<..\..\references\Others\ERMS504429.pdf>> < <1983>. . . ERMS 227520. .<..\..\references\Others\Lambert_1983_Dissolution_of_Evaporites_in_Delaware_Basin_SAND82_0461.pdf>> < <1986>. . . .<..\..\references\Others\SAND85_1978C.pdf>> < <1987>. . . ERMS 228417. .<..\..\references\Others\Lambert_1987_Feasibility_Study_Applicability_of_Geochronologic_Methods_SAND86_1054.pdf>> < <1991>. . M.D.Siegel, S.J. Lambert, and K.L. Robinson, eds. . .<..\..\references\Others\SAND88_1096.pdf>> <. <1987>. . . ERMS 245158. .<..\..\references\Others\Lambert_Carter_1987_U_Isotope_Systematics_in_Groundwaters_SAND87_0388.pdf>> <. <1987>. . . WPO 24150. ERMS 224150. .<..\..\references\Others\Lambert_Harvey_1987_Stable_Isotope_Geochemistry_of_Groundwaters_SAND87_0138.pdf>> <, (eds. <1989>). . . ERMS 210281. .<..\..\references\Others\Lappin_et_al_1989_Systems_Analysis_Long_Term_SAND89_0462.pdf>> < <1994>. . Geochimica et Cosmochimica Acta, vol. 58, no. 10: 23612386. .<..\..\references\Others\ERMS241234.pdf>> < <1925>. . Contributions to Geography in the United States: U.S. Geological Survey Bulletin 760-C (pp. 10721). .<..\..\references\Others\Lee_1925_Erosion_by_Solution_and_Fill_ERMS252969.pdf>> < <2003>. . . . .<..\..\references\Others\Leigh_2003_Estimate_of_Portland_Cement_in_TRU_Waste_ERMS531562.pdf>> <. <2005>. . . .<..\..\references\Others\Leigh_Trone_2005_Calculation_of_Waste_Unit_Factor_ERMS539613.pdf>> <. <2005>. . . .<..\..\references\Others\Leigh_Trone_Fox_2005_TRU_Waste_Inventory_for_CRA2004_PABC_ERMS541118.pdf>> <. <2005>. <2004 Compliance Recertification Application Performance Assessment Baseline Calculation (Revision 0)>. . .<..\..\references\Others\Leigh_et_al_2004_CRA_PABC_rev0_ERMS541521.pdf>> < <1988>. . Rockbursts & Seismicity in Mines, Proceeding of the Second International Symposium, Minneapolis, MN, June 8-10, 1988 (pp. 39193). C. Fairhurst, ed. .<..\..\references\Others\Lenhardt_1988.pdf>> < <1994>. . .<..\..\references\Others\Loken_1994_SMC_Thermal_Calculations_ERMS242834.pdf>> <. <1994>. . .<..\..\references\Others\Loken_Chen_1994_Rock_Mechanics_of_SMC_ERMS242835.pdf>> < <1987>. . EEG-36, DOE/AL/10752-36. . .<..\..\references\Others\Lowenstein_1987_Post_Burial_Alteration_EEG36_DOEAL_10752_36.pdf>> < <2008>. < SEQ CHAPTER \h \r 1An Assessment of the CO2-Enhanced Oil Recovery Potential in the Vicinity of the Waste Isolation Pilot Plant> (). . .<..\..\references\Others\ERMS550502.pdf>> <. <1987>. . . ERMS 227646. .<..\..\references\Others\Mercer_et_al_1987_Basic_Data_Report_for_Drilling_and_Hydrologic_Testing_SAND86_0611.pdf>> <. <1998>. . SAND98-0071. . .<..\..\references\Others\Mercer_Cole_Holt_1998_Basic_Data_Report_for_Drillholes_SAND98_0071.pdf>> < <1979>. . SAND79-0911C. . .<..\..\references\Others\SAND79_0911C.pdf>> <. <1978>. . Geology, vol. 6, no. 6: 337340. .<..\..\references\Others\ERMS241238.pdf>> <. <2008>. . . .<..\..\references\Others\Nemer_Clayton_2008_Analysis_Package_for_Salado_Flow_Modeling_ERMS548607.pdf>> < (NMBMMR). <1995>. (). 4 vols. . .<..\..\references\Others\NM_Bureau_of_Mines_and_Mineral_Resources_1995_Final_Report_Evaluation_of_Mineral_Resources_ERMS239149.pdf>> < (OCD). <1994>. . Attachment to letter from W.J. LeMay, (Oil Conservation Division, Santa Fe, New Mexico) to W.H. Brininstool (Salado Brine Sales, Jal, New Mexico). <12 January 1994>.<..\..\references\Others\New_Mexico_Oil_Conservation_Division_Approval_of_Discharge_Plan_BW26_Salado_Brine.PDF >> < <1961>. . Ground-Water Report 6. . .<..\..\references\Others\ERMS241583.pdf>> < <1996>. . Reviews in Mineralogy, vol. 34: 131191.<..\..\references\Others\Oelkers_1996.pdf>> <. <1996>. . TP 96-01. . .<..\..\references\Others\Papenguth_Behl_1996_Test_Plan_for_Evaluation_of_Colloid_Facilitated_Actinide_ERMS417319.pdf>> < <1996>. . <31 January 1996>. . .<..\..\references\Others\Peake_1996_Examination_of_Mining_and_Hydraulic_Conductivity_ERMS241239.pdf>> < <1999>. . Engineering Geology, vol. 52: 163176.<..\..\references\Others\Pedersen_1999.pdf>> <. <1995>. < Investigations of Subterranean Microorganisms: Their Importance for Performance Assessment of Radioactive Waste Disposal>. . <..\..\references\Others\Pederson_Karlsson_1995_Investigations_of_Subterranean_Microorganisms_ERMS241240.pdf>> <. <1992>. , . .<..\..\references\Others\Phillips_et_al_1992.pdf>> <. <2001>. . Journal of Colloid and Interface Science, vol. 236, no. 2: 252259.<..\..\references\Others\Pointeau_et_al_2001.pdf>> <. <1983>. . . ERMS 242085. .<..\..\references\Others\Popielak_et_al_1983_Brine_Reservoirs_in_the_Castile_Formation_TME3153.pdf>> < <1996>. . SAND94-0991. . .<..\..\references\Others\Powers_1996_Tracing_Early_Breccia_Pipe_Studies_SAND94_0991_ERMS230968.pdf>> < <2000>. . .<..\..\references\Others\Powers_2000_Evaporites_Casting_Requirements_Potential_for_Sinkhole_Developments.pdf>> < <2002>. (). . .<..\..\references\Others\Powers_2002_Analysis_Report_Task_1_of_AP088_ERMS522086.pdf>> < (). .<..\..\references\Others\Powers_Evaporites.pdf>> <. <1990>. . Geological and Hydrological Studies of Evaporites in the Northern Delaware Basin for the Waste Isolation Pilot Plant (WIPP), New Mexico (pp. 79106). Geological Society of America Field Trip No. 14 Guidebook. .<..\..\references\Others\Powers_Holt_1990_Sedimentology.pdf>> <. <1995>. . . .<..\..\references\Others\Powers_Holt_1995_Regional_Geologic_Processes_Affecting_Rustler_Hydrogeology_ERMS244173.pdf>> <. <1999>. . New Mexico Geology, vol. 21, no. 4: 97103. ERMS 532368. <..\..\references\Others\Powers_Holt_1999_The_Los_Medanos_Member_of_the_Permian_Rustler_Formation.pdf>> <. <2000>. . Journal of Sedimentary Research, vol. 70: 2936. ERMS 532369. <..\..\references\Others\Powers_and_Holt_2000_The_Salt_that_wasnt_there.pdf>> <. <1996>. . . .<..\..\references\Others\Powers_Sigda_Holt_1996_Probability_of_Intercepting_a_Pressurized_Brine_Reservoir_ERMS240199.pdf>> <, eds. <1978>. . . ERMS 205448 (vol. 1). ERMS 205448 (vol. 2). .<..\..\references\Others\Powers_et_al_1978_Geological_Characterization_Report_SAND78_1596.pdf>> < <2003>. . <6 April 2003>. . IMC Global, Inc. .<..\..\references\Others\Prichard_to_Martell_2003_April_6_Potash_Solution_Mining_ERMS527629.pdf>> <. <1965>. . PNE-107F. Lawrence Radiation Laboratory, University of California, Livermore, CA. . .<..\..\references\Others\Rawson_et_al_1965_Project_Gnome_the_Environment_Created_by_a_Nuclear_Explosion_in_Salt_PNE107F.pdf>> <. <1990>. . . .<..\..\references\Others\Rechard_Iuzzolino_Sandha_1990_Data_Used_in_Preliminary_PA_SAND89_2408.pdf>> <. <1996>. . . .<..\..\references\Others\Rechard_et_al_1996_RNT1_Nuclear_Criticality_in_Near_Field_ERMS240818.pdf>> <. <2000>. . SAND99-2898. . .<..\..\references\Others\Rechard_et_al_2000_Consideration_of_Nuclear_Criticality_SAND99_2898.pdf>> <. <2001>. . Nuclear Technology, vol. 136, (): 99129.<..\..\references\Others\Rechard_et_al_2001.pdf>> <. <1993>. . Materials Research Society Symposium Proceedings (pp. 431-38). Vol. 294. .<..\..\references\Others\Reed_et_al_1993_Radiolytically_Induced_Gas_Production.pdf>> < <1980>. . Geophysical Research Letters, vol. 7: 181-184.<..\..\references\Others\Reilinger_Brown_Powers_1980.pdf>> <. <1991>. . Neotectonics of North America (pp. 45766). D.B. Slemmons, E.R. Engdahl, M.D. Zoback, and D.D. Blackwell, eds. . .<..\..\references\Others\ERMS241575.pdf>> < <2008>. . <11 February 2008>. .<..\..\references\Others\Reyes_to_Moody_2008_February_11_Approval_of_the_DOE_request_to_decrease_excess_MgO.pdf>> < <1989>. . Prentice Hall.<..\..\references\Others\Richardson_McSween_1989.pdf>> < <1987>. . Geology of the Western Delaware Basin, West Texas and Southeastern New Mexico (pp. 6979). D.W. Powers and W.C. James, eds. . .<..\..\references\Others\Robinson_Powers_1987_Clastic_Deposit_Within_Lower_Castile_Formation_ERMS241368.pdf>> <. <1999>. . A Joint EC/NEA Status Report. EC, .<..\..\references\Others\Rodwell_et_al_1999.pdf> > <. <1980>. , . .<..\..\references\Others\Open_file_report_80_879.pdf>> <. <1996>. . <17 January 1996>. . .<..\..\references\Others\Sanchez_Trellue_1996_January_17_Estimation_of_Maximum_RH_TRU_ERMS231165.pdf>> <. <1991>. . Neotectonics of North America (pp. 22944). D.B. Slemmons, E.R. Engdahl, M.D. Zoback, and D.D. Blackwell, eds. . .<..\..\references\Others\ERMS241571.pdf>> < <1994>. . West Texas Geological Society Bulletin, vol. 33, no. 9: 513. .<..\..\references\Others\Schiel_ERMS220465.pdf>> < <1992>. . In Proceedings of the DOE/Yucca Mountain Site Characterization Project Radionuclide Adsorption Workshop at Los Alamos National Laboratory, September 11-12, 1990. Comp. J.A. Canepa. . . 4374. ERMS 241243.<..\..\references\Others\Serne_1992_Current_Adsorption_Models_and_Open_Issues_LA_12325C.pdf>> < <2001>. . Global and Planetary Change, vol.29: 121133.<..\..\references\Others\Servant_2001.pdf>> < <1991>. . . ERMS 225624. .<..\..\references\Others\Siegel_Lambert_Robinson_1991_Hydrochemical_Studies_of_the_Rustler_Formation_SAND88_0196.pdf>> < <1994>. . EEG-55. . .<..\..\references\Others\Silva_1994_Implications_of_the_presence_of_Petroleum_Resources_EEG_55.pdf>> < <1992>. . UK DOE Report DOE/HMIP/RR/92/072, SKI Report SKI TR, vol. 92:20-2. Her Majestys Inspectorate of Pollution of the Department of the Environment, London. .<..\..\references\Others\Snelling_1992_Alligator_Rivers_Analogue_Project_ERMS241471.pdf>> < <2001>. . MRS Fall 2001 Conference, .<..\..\references\Others\Snider_2001.pdf>> < <1985>. . . .<..\..\references\Others\Snyder_1985_Dissolution_of_Halite_and_Gypsum_and_Hydration_of_Anhydrite_to_Gypsum.pdf>> < <1982>. . . . ERMS 241244.<..\..\references\Others\Snyder_Gard_1982_Evaluation_of_Breccia_pipes_Open_File_Report_82_968.pdf>> <. <1993>. . . ERMS 241371. .<..\..\references\Others\Stenhouse_Chapman_Sumerling_1993_SITE94_Scenario_Development_FEP_SKI_Technical_Report_93_27.pdf>> <. <1996>. . Summary Memorandum of Record for NS-7a. . .<../../references/Others/Stoelzel_Brien_1996_Effects_of_Salt_Water_ERMS240837.PDF>> <. <1997>. . . .<..\..\references\Others\Stoelzel_Swift_1997_Supplementary_Analysis_of_the_Effect_of_Salt_Water_ERMS244158.pdf>> <. <1994>. . . Atomic Energy of Canada Ltd. . ERMS 241639.<..\..\references\Others\Stroes_Gascoyne_West_1994_Microbial_Issues_Pertaining_to_Canadian_AECL_10808_COG_93_54.pdf>> < <1991>. . R.V. Guzowski and M.M. Gruebel, eds. . .<..\..\references\Others\Swift_1991_Long_Term_Climate_Variability_SAND91_0928.pdf>> < <1992>. . . ERMS 227093. .<..\..\references\Others\Swift_1992_Long_Term_Climate_Variability_at_WIPP_SAND91_7055.pdf>> < <1992>. . McGraw-Hill Encyclopedia of Science & Technology. 1992 ed. Vol. 3. p. 443.<..\..\references\Others\Tedesco_1992.pdf>> <. <1993>. . . ERMS 223456. .<..\..\references\Others\Telander_Westerman_1993_Hydrogen_Generation_by_Metal_Corrosion_SAND92_7347.pdf>> <. <1976>. . .<..\..\references\Others\Telford_et_al_1976.pdf>> <. <1979>. . Tectonophysics, vol. 61, nos. 1-3: 14981. .<..\..\references\Others\ERMS241603.pdf>> <. <1981>. . . WPO 10281. ERMS 210281. .<..\..\references\Others\Thorne_Rudeen_1980_Regional_Effects_of_TRU_Repository_Heat_SAND80_7161.pdf>> < <1992>. . DOE/HMIP/RR/92.040. . .<..\..\references\Others\Thorne_1992_Dry_Run_3_Trial_Assessment_of_Underground_Disposal_ERMS241245.pdf>> < <1997>. . <19 March 1997>. .<..\..\references\Others\Trovato_to_Alm_1997_March_19_Letter_ERMS245835.pdf>> <. <1992>. . Public Law 102-579, . <102nd Congress, Washington, DC>. .<..\..\references\Others\US_Congress_1996_WIPP_Land_Withdrawal_Act_of_1992.pdf>> < (DOE). <1980>. (). 2 vols. . ERMS 238835 and ERMS 238838. .<..\..\references\Others\DOE_1980_Final_Environmental_Impact_Statement_for_the_WIPP_ERMS238838.pdf>> < (DOE). <1996>a. (<October>). 21 vols. <DOE/CAO 1996-2184>. <Carlsbad, NM: Carlsbad Area Office>.<..\..\references\CCA\CCA.htm>> <<U.S. Department of Energy> (DOE). <1996>b. <Transuranic Waste Baseline Inventory Report> (Revision 3, <June>). <DOE/CAO 95-1121>. ERMS 242330. <Carlsbad, NM: Carlsbad Area Office>.<..\..\references\Others\DOE_1996_TRU_Waste_Baseline_Inventory_Report_Rev3_ERMS242330.pdf>> <<U.S. Department of Energy> (DOE). <1999>. <Waste Isolation Pilot Plant 1998 Site Environmental Report>. <DOE/WIPP 99-2225>. <Carlsbad, NM: Carlsbad Area Office>.<..\..\references\Others\DOE_1999_WIPP_1998_Site_Environmental_Report_99_2225.pdf>> <<U.S. Department of Energy> (DOE). <2000>a. <MgO Mini-Sack Elimination Proposal> (<July 21>). <ERMS519362>. <Carlsbad, NM: Carlsbad Area Office>.<..\..\references\Others\DOE_2000_MgO_Minisack_Elimination_Proposal.pdf>> <<U.S. Department of Energy> (DOE). <2000>b. <TRUPACT-II Authorized Methods for Payload Control (Revision 19b)>. <March 2000>. <Washington TRU Solutions, Carlsbad, NM>.<..\..\references\Others\DOE_2000_TRUPACT_II_Rev19b.pdf>> <<U.S. Department of Energy> (DOE). <2004>. <Title 40 CFR Part 191 Compliance Recertification Application for the Waste Isolation Pilot Plant> (<March>). 10 vols. <DOE/WIPP 2004-3231>. <Carlsbad, NM: Carlsbad Field Office>.<..\..\references\CRA-2004\CRA-2004.htm>> <<U.S. Department of Energy> (DOE). <2005>. <Waste Isolation Pilot Plant 2004 Site Environmental Report>. <DOE/WIPP 05-2225>. <Carlsbad, NM: Carlsbad Field Office>.<..\..\references\Others\DOE_WIPP_Environmental_Report_05_2225.pdf>> <<U.S. Department of Energy> (DOE). <2006>. <Waste Isolation Pilot Plant Annual Site Environmental Report for 2005> (<September>). <DOE/WIPP 06-2225>. <Carlsbad, NM: Carlsbad Field Office>.<..\..\references\Others\DOE_WIPP_Environmental_Report_06_2225.pdf>> <<U.S. Department of Energy> (DOE). <2007>a. <Waste Isolation Pilot Plant Annual Site Environmental Report for 2006> (<September>). <DOE/WIPP 07-2225>. <Carlsbad, NM: Carlsbad Field Office>.<..\..\references\Others\DOE_WIPP_Environmental_Report_07_2225.pdf>> <<U.S. Department of Energy> (DOE). <2007>b. <Delaware Basin Monitoring Annual Report> (<September>). <DOE/WIPP 07-2308>. <Carlsbad, NM: Carlsbad Field Office>.<..\..\references\Others\DOE_Delaware_Basin_Annual_Report_07_2308.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1993>. <40 CFR Part 191: Environmental Radiation Protection Standards for the Management and Disposal of Spent Nuclear Fuel, High-Level and Transuranic Radioactive Wastes; Final Rule>. Federal Register, vol. 58 (<December 20, 1993>): <66398416>.<..\..\references\Others\EPA_58_FR_66398_416_December_20_1993.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1996>a. <40 CFR Part 194: Criteria for the Certification and Recertification of the Waste Isolation Pilot Plants Compliance with the 40 CFR Part 191 Disposal Regulations; Final Rule>. Federal Register, vol. 61 (<February 9, 1996>): <522345>.<..\..\references\Others\EPA_61_FR_5224_5245_February_9_1996.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1996>b. <Compliance Application Guidance for 40 CFR Part 194> (<March 29>). <EPA 402-R-95-014>. ERMS 239159. <Washington, DC: Office of Radiation and Indoor Air>.<..\..\references\Others\EPA_1996_March_29_Compliance_Application_Guidance_E_402_R_95_014.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1996>c. <Criteria for the Certification and Re-Certification of the Waste Isolation Pilot Plants Compliance with the 40 CFR Part 191 Disposal Regulations, Background Information Document for 40 CFR Part 194>. <402-R-96-002>. <U.S. Environmental Protection Agency, Office of Radiation and Indoor Air, Washington, DC>.<..\..\references\Others\EPA_1996_Background_Information_Document_for_40CFR194.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1998>a. <40 CFR Part 194: Criteria for the Certification and Recertification of the Waste Isolation Pilot Plants Compliance with the Disposal Regulations: Certification Decision; Final Rule>. Federal Register, vol. 63 (<May 18, 1998>): <27353406>.<..\..\references\Others\EPA_63_FR_27353_408_May_18_1998.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1998>b. <Technical Support Document for Section 194.32: Scope of Performance Assessments> (<May>). <Washington, DC: Office of Radiation and Indoor Air>.<..\..\references\Others\EPA_1998_TSD_194_32_Scope_of_Performance_Assessments.pdf>> <<U.S. Environmental Protection Agency> (EPA). <1998>c. <Response to Comments: Criteria for the Certification and Recertification of the Waste Isolation Pilot Plants Compliance with the 40 CFR Part 191 Disposal Regulations> (<May>). <Washington, DC: Office of Radiation and Indoor Air>.<..\..\references\Others\EPA_1998_May_Response_to_Comments_Docket_A_93_02.pdf>> <<U.S. Environmental Protection Agency> (EPA). <2001>. <Approval of Elimination of Minisacks>. <Washington, DC: Office of Radiation and Indoor Air>.<..\..\references\Others\EPA_2001_Approval_of_Elimination_of_Minisacks.pdf >> <<U.S. Environmental Protection Agency> (EPA). <2006>. <Technical Support Document for Sections 194.25, 194.32, and 194.33: Compliance Recertification Application Review for Features, Events, and Processes> (<March>). <Washington, DC: Office of Radiation and Indoor Air>.<..\..\references\Others\EPA_2006_TSD_194_25_32_33_Compliance_Recertification_Application_Review.pdf>> <<U.S. Nuclear Regulatory Commission> (NRC). <2002>. <Model RH-TRU 72-B Package Certificate of Compliance Number 9212, Revision 2>. <December 27, 2002>. <U.S. Nuclear Regulatory Commission, Washington, DC>.<..\..\references\Others\US_Nuclear_Regulatory_Commission_2006_RH_72B_Certificate_of_Compliance_9212.pdf>> <<Vaughn, P., M. Lord, J. Garner, and R. MacKinnon>. <1995>. <Radiolysis of Brine>. Errata to Summary Memorandum of Record GG-1, SWCF-A:1.1.6.3:PA:QA:TSK:GG1,S7. <21 December 1995>. <ERMS 230786>. <Albuquerque: Sandia National Laboratories>.<..\..\references\Others\Vaughn_1995_Radiolysis_of_Brine_ERMS230791.pdf>> <<Vine, J.D.> <1963>. <Surface Geology of the Nash Draw Quadrangle, Eddy County, New Mexico>. <Bulletin 1141-B>. <Washington, DC: U.S. Geological Survey>. ERMS 239558.<..\..\references\Others\Vine_1963_Surface_Geology_of_Nash_Draw_Quadrangle_Bulletin_1141B.pdf>> <<Waber, N.> <1991>. <Mineralogy, Petrology and Geochemistry of the Poos de Caldas Analogue Study Sites, Minas Gerais, Brazil, I:. Osamu Utsumi Uranium Mine>. <Nagra Report NTB-90-20>. <Baden, Switzerland: National Genossen Schaft fr die Lagerung Radioaktiver Abfalle> (NAORA).<..\..\references\Others\Waber_1991_Mineralogy_Petrology_Geochemistry_Pocos_de_Caldas_NTB_90_20.pdf>> <<Wakeley, L.D., P.T. Harrington, and F.D. Hansen>. <1995>. <Variability in Properties of Salado Mass Concrete>. SAND94-1495. <ERMS 222744>. <Albuquerque: Sandia National Laboratories>.<..\..\references\Others\Wakeley_et_al_1995_Variability_in_Properties_of_Salado_Mass_Concrete_SAND94_1495_ERMS222744.pdf>> <<Wallace, M.> <1996>a. <Leakage from Abandoned Boreholes>. Summary Memorandum of Record for NS-7b, SWCF-A 1.1.6.3:PA:QA:TSK:NS-7b. <Albuquerque: Sandia National Laboratories>. <ERMS 240819>.<..\..\references\Others\Wallace_1996_Leakage_from_Abandoned_Boreholes_ERMS240819.pdf>> <<Wallace, M.> <1996>b. <Pumping from the Culebra Outside the Controlled Area>. Summary Memorandum of Record for NS-5. SWCF-A 1.1.6.3:PA:QA:TSK:NS-5. <Albuquerque: Sandia National Laboratories>. <ERMS 240831>.<..\..\references\Others\Wallace_1996_Pumping_from_the_Culebra_Outside_ERMS417279.pdf>> <<Wallace, M.> <1996>c. <Records Package for Screening Effort NS11: Subsidence Associated with Mining Inside or Outside the Controlled Area> (<November 21>). <ERMS 412918>. <Carlsbad, NM: Sandia National Laboratories>.<..\..\references\Others\Wallace_1996_Records_Package_for_Screening_Effort_NS11_ERMS412918.pdf>> <<Wallace, M., R. Beauheim, C. Stockman, M. Alena Martell, K. Brinster, R. Wilmot, and T. Corbert>. <1995>. <Dewey Lake Data Collection and Compilation>. Summary Memorandum of Record for NS-1, SWCF-A 1.1.6.3:PA:QA:TSK:NS-1. <Albuquerque: Sandia National Laboratories>. <ERMS 222508>.<..\..\references\Others\Wallace_et_al_1995_Dewey_Lake_Data_Collection_And_Compilation_ERMS222508.pdf>> << SEQ CHAPTER \h \r 1Wallner, M.> <1981>. <Critical Examination of Conditions for Ductile Fracture in Rock Salt>. Proceedings of the Workshop on Near-Field Phenomena in Geologic Repositories for Radioactive Waste, Seattle, WA, <August 31September 3, 1981> (pp. 24353). <Paris: Organisation for Economic Co-operation and Development>. <ERMS 241372>.<..\..\references\Others\ERMS241372.pdf>> <<Wang, Y.> <1996>. <Memorandum to Internal Distribution (Subject: Evaluation of the Thermal Effect of MgO Hydration for the Long-Term WIPP Performance Assessment)>. <9 May 1996>. <ERMS 237743>. <U.S. Department of Energy. Albuquerque: Sandia National Laboratories>.<..\..\references\Others\Wang_to_Distribution_1996_May_9_Evaluation_of_the_Thermal_Effect_of_MgO_ERMS237743.pdf>> <<Wang, Y.> <1998>. <Memorandum to Malcolm D. Siegel (Subject: On the Matrix Pore Plugging Issue)>. <8 August 1998>. <ERMS 421858>. <U.S. Department of Energy, Sandia National Laboratories, Albuquerque, NM>.<..\..\references\Others\Wang_to_Siegel_1998_August_8_On_the_Matrix_Pore_Plugging_Issue_ERMS421858.pdf>> <<Wang, Y., and L. Brush>. <1996>a. <Memorandum to ������������� �� ��! ��" ��I ��L ��s ��v �� �� �� �� �� �� ��2 ��4 ��5 ��\ ��_ �� �� �� �� �� �� �� �� �� �� ��J ��K ��L ��M ��i ��j ��ԯԘzofohK2 �mH nH u�hK2 �0J,�mH nH u�j����hK2 �0J,�UmH nH u��hK2 �5\]mH nH u��#j����hK2 �5U\]mH nH u� hK2 �<j����hK2 �<U� hK2 �<]�j����hK2 �<U]hK2 �5CJ�\�hK2 �� hK2 �] hK2 �CJ0�\j����hK2 �U\� hK2 �]aJ8�hK2 �5CJ(�\aJ(�(����������� �� ��2 ��3 ��4 �� �� �� ��x �� ��y �� ������v����;��������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������-��+��*�� ��$� ��$&d$�P���$�a$�#��"�� �h�"�X��$ 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*hK2 �6<U]*� hK2 �0J�� hK2 �0J��j���� *hK2 �<U*�hK2 �Jz �{ � � � � � � � � � � � � � �c �d � � � � �ς �Ђ �ӂ �Ԃ �߂ � � � � � � � � � � � � � � � � � � � � � �ƒ �à �΃ �σ �҃ �Ӄ � � � � � � � � � � � � � � � � � � � � � � � � � � ����� hK2 �0J��j���� *hK2 �6<U* hK2 �6 hK2 �0J��j���� *hK2 �<U*�hK2 ��j����hK2 �U�N � � �` �a �b �c �ȅ �ʅ �˅ �ͅ � � � � � � � � �� ���m�n�q�r���������ް�߰���X�Z�[�]�s�t�w�x�|�}�����!�"�2�3�6�7�B�C�F�G���������#�$�'�(�,�-�0�1�s�t������� hK2 �0J�6j���� *hK2 �6<U*U hK2 �0J�� hK2 �0J��j���� *hK2 �<U*�hK2 �PM.S. Tierney (Subject: Estimates of Gas-Generation Parameters for the Long-Term WIPP Performance Assessment)>. <26 January 1996>. <ERMS 231943>. <U.S. Department of Energy, Sandia National Laboratories, Albuquerque, NM>.<..\..\references\Others\Wang_and_Brush_to_Tierney_1996_January_26_Estimates_of_Gas_Generation_Parameters_ERMS231943.pdf>> <<Wang, Y., and L. Brush>. <1996>b. <Memorandum to M.S. Tierney (Subject: Modify the Stoichiometric Factory in the BRAGFLO to Include the Effect of MgO Added to WIPP Repository as a Backfill)>. <23 February 1996>. <ERMS 232286>. <U.S. Department of Energy, Sandia National Laboratories, Albuquerque, NM>.<..\..\references\Others\Wang_Brush_to_Tierney_1996_February_23_Modify_the_Stoichiometric_Factory_in_BRAGFLO.pdf>> <<Warrick, R., and J. Oerlemans>. <1990>. <Sea Level Rise, in Climate Change: The IPCC Scientific Assessment> (pp. 25781). J.T. Houghton, G.J. Jenkins, and J.J. Ephraums, eds. <Sweden: Intergovernmental Panel on Climate Change>.<..\..\references\Others\Warrick_Oerlemans_1990.pdf>> <<Westinghouse Electric Corporation>. <1994>. <Backfill Engineering Analysis Report, Waste Isolation Pilot Plant>. WPO 37909. <ERMS 237909>. <Carlsbad, NM. Westinghouse Electric Corporation>.<..\..\references\Others\Westinghouse_Electric_Corporation_1994_Backfill_Engineering_ERMS237909.pdf >> <<Wierczinski, B., S. Helfer, M. Ochs, and G. Skarnemark>. <1998>. <Solubility Measurements and Sorption Studies of Thorium in Cement Pore Water>. Journal of Alloys and Comp�o�u�n�d�s�,� �v�o�l�.� �2�7�1�:� � �2�7�2�"7�6�.�<�.�.�\�.�.�\�r�e�f�e�r�e�n�c�e�s�\�O�t�h�e�r�s�\�W�i�e�r�c�z�i�n�s�k�i�_�e�t�_�a�l�_�1�9�9�8�.�p�d�f�>�>� �<�<�W�i�l�m�o�t�,� �R�.�D�.�,� �a�n�d� �D�.�A�.� �G�a�l�s�o�n�>�.� � �<�1�9�9�6�>�.� � �<�M�e�m�o�r�a�n�d�u�m� �o�f� �R�e�c�o�r�d� �f�o�r� �N�S�1�7� �a�n�d� �N�S�1�8�,� �S�W�C�F�-�A� �1�.�1�.�6�.�3�:�P�A�:�Q�A�:�T�S�K�;� �N�S�-�1�7�,� �N�S�-�1�8� �(�S�u�b�j�e�c�t�:� � �H�u�m�a�n�-�I�n�i�t�i�a�t�e�d� �B�r�i�n�e� �D�e�n�s�i�t�y� �C�h�a�n�g�e�s�)�>�.� � <ERMS 238748>. <U.S. Department of Energy, Sandia National Laboratories, Albuquerque, NM>.<..\..\references\Others\Wilmot_Galson_1996_Human_Initiated_Brine_Density_Changes_ERMS238748.pdf>> <<Wilson, C., D. Porter, J. Gibbons, E. Oswald, G. Sjoblom, and F. Caporuscio>. <1996>. <Conceptual Models Supplementary Peer Review Report> (<December>). <ERMS 243153>. <Carlsbad, NM: Department of Energy, Carlsbad Area Office>.<..\..\references\Others\Wilson_et_al_1996_Conceptual_Models_Supplementary_Peer_Review_Report_ERMS243153.pdf>> <<WIPP Performance Assessment>. <1991>. <Preliminary Comparison with 40 CFR Part 191, Subpart B, for the Waste Isolation Pilot Plant, December 1991, Volume I: Methodology and Results>. <SAND91-0893/1>. <Sandia National Laboratories, WIPP Performance Assessment Department, Albuquerque, NM>. ERMS 226404.<..\..\references\Others\WIPP_PA_1991_Preliminary_Comparison_SAND91_0893_1.pdf>> <<WIPP Performance Assessment>. <1993>. <Preliminary Performance Assessment for the Waste Isolation Pilot Plant, December 1992, Volume 4: Uncertainty and Sensitivity Analyses for 40 CFR 191, Subpart B>. <SAND92-0700/4>. UC-721. ERMS 223599. <Albuquerque: Sandia National Laboratories>.<..\..\references\Others\WIPP_PA_1993_Preliminary_Performance_Assessment_for_the_WIPP_SAND92_0700_4.pdf>> <<Witherspoon, P.A., J.S.Y., Wang, K. Iwai, and J.E. Gale>. <1980>. <Validity of Cubic Law for Fluid Flow in a Deformable Rock Fracture>. Water Resources Research�����������������������������������������������,� �v�o�l�.� �1�6�:� �1�0�1�6�"2�4�.� � �<�E�R�M�S� �2�3�8�8�5�3�>�.�<�.�.�\�.�.�\�r�e�f�e�r�e�n�c�e�s�\�O�t�h�e�r�s�\�E�R�M�S�2�3�8�8�5�3�.�p�d�f�>�>� �<�<�W�o�l�e�r�y�,� �T�.�J�.�>� � �<�1�9�9�2�>�.� � �<�E�Q�3�N�R�,� �A� �C�o�m�p�u�t�e�r� �P�r�o�g�r�a�m� �f�o�r� �G�e�o�c�h�e�m�i�c�a�l� �A�q�u�e�o�u�s� �S�p�e�c�i�a�t�i�o�n��S�o�l�u�b�i�l�i�t�y� �C�a�l�c�u�l�a�t�i�o�n�s�:� � �T�h�e�o�r�e�t�i�c�a�l� �M�a�n�u�a�l�,� �U�s�e�r� s� �G�u�i�d�e�,� �a�n�d� �R�e�l�a�t�e�d� �D�o�c�u�m�e�n�t�a�t�i�o�n� �(�V�e�r�s�ion 7.0)>. <UCRL-MA-110662 PTIII>. <Livermore, CA: Lawrence Livermore National Laboratory>.<..\..\references\Others\Wolery_1992_EQ3NR_A_Computer_Program_for_Geochemical_Aqueous_ERMS241376.pdf>> <<Wood, B.J., R.E. Snow, D.J. Cosler, and S. Haji-Djafari>. <1982>. <Delaware Mountain Group (DMG) Hydrology Salt Removal Potential, Waste Isolation Pilot Plant (WIPP) Project, Southeastern New Mexico>. TME 3166. <ERMS 241602>. <Albuquerque: U.S. Department of Energy>.<..\..\references\Others\Wood_et_al_1982_Delaware_Mountain_Group_Hydrology_ERMS241602.pdf>> <<Zoback, M.D., and M.L. Zoback>. <1991>. <Tectonic Stress Field of North America and Relative Plate Motions>. Neotectonics of North America (pp. 33966). D.B. Slemmons, E.R. Engdahl, M.D. Zoback, and D.D. Blackwell, eds. <Boulder, CO: Geological Society of America>. <ERMS 241601>.<..\..\references\Others\ERMS241601.pdf>> <<Zoback, M.L., and Zoback, M.D.> <1980>. <State of Stress in the Conterminous United States>. Journal of Geophysical Research, vol. 85, no. B11: 611356. <ERMS 241600>.<..\..\references\Others\Zoback_Zoback_1980_State_of_Stress_in_the_Conterminous_ERMS241600.pdf>> <<Zoback, M.L., M.D. Zoback, J. Adams, S. Bell, M. Suter, G. Suarez, C. Estabrook, and M. Magee>. <1991>. <Stress Map of North America>. 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