ࡱ> ]BIK W Y d f hjlAyCjJ.~[]_)e**^++`,,--S@ bjbj  ڍ4||||d$d$d$4$h\H$. (.qN =X$'Ryvd$i(.ii|@0Lifd$i"\d$  nL}^ҫ:0 vt$$||&d$ c]!ac$e%]*O] []$%! Fdhz"$% F Mars Aero-Gravity Assist AeroTHERMOdynamics Eric Blattner Trajectories Melanie Jura Thermal Protection System Gregory W. Heckler Structures Geoff Granum Systems Rob Navarro  TOC \h \z \t "Heading 1,2,Heading 2,3,Heading 3,4,Subsection,3,Chapter Label,1,Section Heading,1,Section Subheading,1,Style Subsection + Times New Roman,3"  HYPERLINK \l "_Toc58643241" Figure Index  PAGEREF _Toc58643241 \h 4  HYPERLINK \l "_Toc58643242" Table Index  PAGEREF _Toc58643242 \h 6  HYPERLINK \l "_Toc58643243" INTRODUCTION  PAGEREF _Toc58643243 \h 7  HYPERLINK \l "_Toc58643244" In The Beginning  PAGEREF _Toc58643244 \h 7  HYPERLINK \l "_Toc58643245" The A.G.A. Mission  PAGEREF _Toc58643245 \h 8  HYPERLINK \l "_Toc58643246" The A.G.A. Vehicle, or MAGAT  PAGEREF _Toc58643246 \h 9  HYPERLINK \l "_Toc58643247" aeroThermodynamics  PAGEREF _Toc58643247 \h 13  HYPERLINK \l "_Toc58643248" Nomenclature  PAGEREF _Toc58643248 \h 13  HYPERLINK \l "_Toc58643249" Introduction  PAGEREF _Toc58643249 \h 14  HYPERLINK \l "_Toc58643250" Vehicle Parameters  PAGEREF _Toc58643250 \h 15  HYPERLINK \l "_Toc58643251" Aerodynamics  PAGEREF _Toc58643251 \h 17  HYPERLINK \l "_Toc58643252" Using the Newtonian Hypersonic Flow Theory  PAGEREF _Toc58643252 \h 17  HYPERLINK \l "_Toc58643253" Cylindrical Leading Edge  PAGEREF _Toc58643253 \h 18  HYPERLINK \l "_Toc58643254" Spherical Segment Nose  PAGEREF _Toc58643254 \h 18  HYPERLINK \l "_Toc58643255" Wedge  PAGEREF _Toc58643255 \h 19  HYPERLINK \l "_Toc58643256" Cone Frustum Sides  PAGEREF _Toc58643256 \h 21  HYPERLINK \l "_Toc58643257" Flat Plate Control Flap  PAGEREF _Toc58643257 \h 22  HYPERLINK \l "_Toc58643258" Composite Configuration  PAGEREF _Toc58643258 \h 23  HYPERLINK \l "_Toc58643259" Hypersonic Skin Friction  PAGEREF _Toc58643259 \h 24  HYPERLINK \l "_Toc58643260" Viscous Interaction  PAGEREF _Toc58643260 \h 25  HYPERLINK \l "_Toc58643261" Thermodynamics  PAGEREF _Toc58643261 \h 25  HYPERLINK \l "_Toc58643262" Trim and Stability  PAGEREF _Toc58643262 \h 27  HYPERLINK \l "_Toc58643263" Trade Studies  PAGEREF _Toc58643263 \h 27  HYPERLINK \l "_Toc58643264" Conclusion  PAGEREF _Toc58643264 \h 36  HYPERLINK \l "_Toc58643265" References  PAGEREF _Toc58643265 \h 39  HYPERLINK \l "_Toc58643266" Trajectories  PAGEREF _Toc58643266 \h 40  HYPERLINK \l "_Toc58643267" Beginning  PAGEREF _Toc58643267 \h 40  HYPERLINK \l "_Toc58643268" MEthods  PAGEREF _Toc58643268 \h 45  HYPERLINK \l "_Toc58643269" Trade Studies  PAGEREF _Toc58643269 \h 49  HYPERLINK \l "_Toc58643270" References  PAGEREF _Toc58643270 \h 56  HYPERLINK \l "_Toc58643271" Thermal Protection System  PAGEREF _Toc58643271 \h 57  HYPERLINK \l "_Toc58643272" Introduction:  PAGEREF _Toc58643272 \h 57  HYPERLINK \l "_Toc58643273" SODDIT:  PAGEREF _Toc58643273 \h 57  HYPERLINK \l "_Toc58643274" Using SODDIT:  PAGEREF _Toc58643274 \h 59  HYPERLINK \l "_Toc58643275" Using MATLAB & SODDIT:  PAGEREF _Toc58643275 \h 61  HYPERLINK \l "_Toc58643276" TPS Methodology:  PAGEREF _Toc58643276 \h 63  HYPERLINK \l "_Toc58643277" Trend Check & Test Case:  PAGEREF _Toc58643277 \h 64  HYPERLINK \l "_Toc58643278" Material Selection:  PAGEREF _Toc58643278 \h 68  HYPERLINK \l "_Toc58643279" Trade Studies:  PAGEREF _Toc58643279 \h 69  HYPERLINK \l "_Toc58643280" Finalized Vehicle TPS Design:  PAGEREF _Toc58643280 \h 77  HYPERLINK \l "_Toc58643281" Analysis Limitations and Possible Improvements:  PAGEREF _Toc58643281 \h 82  HYPERLINK \l "_Toc58643282" References:  PAGEREF _Toc58643282 \h 84  HYPERLINK \l "_Toc58643283" Structures  PAGEREF _Toc58643283 \h 86  HYPERLINK \l "_Toc58643284" Introduction  PAGEREF _Toc58643284 \h 86  HYPERLINK \l "_Toc58643285" Request-For-Proposal Requirements  PAGEREF _Toc58643285 \h 86  HYPERLINK \l "_Toc58643286" Structural Shape  PAGEREF _Toc58643286 \h 89  HYPERLINK \l "_Toc58643287" System Components  PAGEREF _Toc58643287 \h 90  HYPERLINK \l "_Toc58643288" Materials  PAGEREF _Toc58643288 \h 92  HYPERLINK \l "_Toc58643289" Assumptions in the model  PAGEREF _Toc58643289 \h 94  HYPERLINK \l "_Toc58643290" Modeling the Structure  PAGEREF _Toc58643290 \h 95  HYPERLINK \l "_Toc58643291" Conceptual Vehicle  PAGEREF _Toc58643291 \h 97  HYPERLINK \l "_Toc58643292" Trade studies  PAGEREF _Toc58643292 \h 100  HYPERLINK \l "_Toc58643293" Final Vehicle selection  PAGEREF _Toc58643293 \h 101  HYPERLINK \l "_Toc58643294" Conclusion  PAGEREF _Toc58643294 \h 111  HYPERLINK \l "_Toc58643295" Systems and Propulsion  PAGEREF _Toc58643295 \h 113  HYPERLINK \l "_Toc58643296" Vehicle Description  PAGEREF _Toc58643296 \h 113  HYPERLINK \l "_Toc58643297" Internal Component Layout  PAGEREF _Toc58643297 \h 114  HYPERLINK \l "_Toc58643298" Vehicle Layout Design  PAGEREF _Toc58643298 \h 116  HYPERLINK \l "_Toc58643299" Propulsion System  PAGEREF _Toc58643299 \h 116  HYPERLINK \l "_Toc58643300" Propellant Tanks  PAGEREF _Toc58643300 \h 117  HYPERLINK \l "_Toc58643301" Pressurization System  PAGEREF _Toc58643301 \h 120  HYPERLINK \l "_Toc58643302" RCS Subsystem  PAGEREF _Toc58643302 \h 121  HYPERLINK \l "_Toc58643303" Conclusion  PAGEREF _Toc58643303 \h 123  HYPERLINK \l "_Toc58643304" References  PAGEREF _Toc58643304 \h 123  HYPERLINK \l "_Toc58643305" comparison to the conceptual design  PAGEREF _Toc58643305 \h 124  HYPERLINK \l "_Toc58643306" Aerodynamic Design Comparison  PAGEREF _Toc58643306 \h 124  HYPERLINK \l "_Toc58643307" TRajectory Design Comparison  PAGEREF _Toc58643307 \h 126  HYPERLINK \l "_Toc58643308" TPS Design Comparison  PAGEREF _Toc58643308 \h 126  HYPERLINK \l "_Toc58643309" Structure Design Comparison  PAGEREF _Toc58643309 \h 127  HYPERLINK \l "_Toc58643310" Systems Design Comparison  PAGEREF _Toc58643310 \h 127  Figure Index  TOC \t "Style Style Caption + Times New Roman Centered + Centered Left: 0..." \c Figure 1.1: Top view of MAGAT vehicle.  PAGEREF _Toc58643311 \h 11 Figure 1.2: Front view of MAGAT vehicle.  PAGEREF _Toc58643312 \h 11 Figure 1.3: Side view of MAGAT vehicle.  PAGEREF _Toc58643313 \h 11 Figure 2.1: Top View of Vehicle  PAGEREF _Toc58643314 \h 15 Figure 2.2: Side View of Vehicle  PAGEREF _Toc58643315 \h 16 Figure 2.3: Front View of Vehicle  PAGEREF _Toc58643316 \h 16 Figure 2.4: Diagram for the cylindrical leading edge  PAGEREF _Toc58643317 \h 18 Figure 2.5: Diagram of the spherical nose  PAGEREF _Toc58643318 \h 18 Figure 2.6: Diagram of the wedge.  PAGEREF _Toc58643319 \h 19 Figure 2.7: Diagram of the cone frustum  PAGEREF _Toc58643320 \h 21 Figure 2.8 Diagram of the flap  PAGEREF _Toc58643321 \h 22 Figure 2.9: Thermal points along wall surface.  PAGEREF _Toc58643322 \h 26 Figure 2.10: Comparison Plot of Inviscid Lift to Drag for Various Vehicle Dimensions.  PAGEREF _Toc58643323 \h 29 Figure 2.11: Pitch Stability plot of Vehicle A with center of mass located 5.05 meters from the nosetip.  PAGEREF _Toc58643324 \h 30 Figure 2.12: Pitch Stability plot of Vehicle C with center of mass located 6.11 meters from the nosetip.  PAGEREF _Toc58643325 \h 31 Figure 2.13: Pitch Stability plot of Vehicle C with center of mass located 7.01 meters from the nosetip  PAGEREF _Toc58643326 \h 31 Figure 2.14: Pitch Stability plot of Vehicle J with center of mass located 8.81 meters from the nosetip  PAGEREF _Toc58643327 \h 32 Figure 2.15: Trimmed Lift to Drag Ratios for various center of gravity locations for vehicle J.  PAGEREF _Toc58643328 \h 33 Figure 2.16: Contour of constant lift to drag ratios for vehicle J.  PAGEREF _Toc58643329 \h 35 Figure 2.17: Contour of constant lift to drag ratios for vehicle A.  PAGEREF _Toc58643330 \h 35 Figure 2.18: Maximum lift-to-drag ratios for hypersonic vehicles and the "L/D barrier" [from Anderson, 2000]  PAGEREF _Toc58643331 \h 37 Figure 2.19: Optimum Mach 25 Waverider [from Bowcutt, Anderson and Capriotti, 1987]  PAGEREF _Toc58643332 \h 37 Figure 3.1 Measurement of Flight Azimuth  PAGEREF _Toc58643333 \h 41 Figure 3.2 Measurement of Heading Angle  PAGEREF _Toc58643334 \h 42 Figure 3.3 Velocity triangle for retrograde motion (psi less than 180)  PAGEREF _Toc58643335 \h 44 Figure 3.4 Velocity triangle for retrograde motion (psi greater than 180)  PAGEREF _Toc58643336 \h 45 Figure 3.5 Slope of line segment derivation  PAGEREF _Toc58643337 \h 48 Figure 3.6 Altitude vs. Longitude, Design 3  PAGEREF _Toc58643338 \h 52 Figure 3.7 Three-Dimensional view of the trajectory of Design 3  PAGEREF _Toc58643339 \h 52 Figure 3.8 Angle of attack vs. time, Design 3  PAGEREF _Toc58643340 \h 53 Figure 3.9 Inertial velocity vs. time for all four designs  PAGEREF _Toc58643341 \h 55 Figure 4.1: SODDIT Equation Visualization  PAGEREF _Toc58643342 \h 58 Figure 4.2: SODDIT/MATLAB Program Flow Control  PAGEREF _Toc58643343 \h 61 Figure 4.3: Example TPS Syntax  PAGEREF _Toc58643344 \h 62 Figure 4.4: TPS Comparison  PAGEREF _Toc58643345 \h 64 Figure 4.5: Temperature History Comparison  PAGEREF _Toc58643346 \h 66 Figure 4.6: Ablation Depth Comparison  PAGEREF _Toc58643347 \h 66 Figure 4.7: TPS Test Case  PAGEREF _Toc58643348 \h 67 Figure 4.8: TPS Thickness Minimization Test Case  PAGEREF _Toc58643349 \h 67 Figure 4.9: Minimized TPS Thickness  PAGEREF _Toc58643350 \h 68 Figure 4.10: Trade Study TPS Materials  PAGEREF _Toc58643351 \h 70 Figure 4.11: Aeroheating Data Points  PAGEREF _Toc58643352 \h 71 Figure 4.12: AETB Inner Wall Temperatures  PAGEREF _Toc58643353 \h 72 Figure 4.13: Avcoat Time of Simulation  PAGEREF _Toc58643354 \h 73 Figure 4.14: Avcoat Inner Wall Temperatures  PAGEREF _Toc58643355 \h 73 Figure 4.15: SLA-561V Time of Simulation  PAGEREF _Toc58643356 \h 74 Figure 4.16: SLA-561V Inner Wall Temperatures  PAGEREF _Toc58643357 \h 74 Figure 4.17: Trade Study TPS Thicknesses (cm)  PAGEREF _Toc58643358 \h 75 Figure 4.18: Heat Flux & Controller Discontinuities  PAGEREF _Toc58643359 \h 77 Figure 4.19: Gaussian Regression Heating Data  PAGEREF _Toc58643360 \h 78 Figure 4.20: Inner Wall Temperatures for Gaussian Fit Heating Data  PAGEREF _Toc58643361 \h 79 Figure 4.21: Ablation Depth  PAGEREF _Toc58643362 \h 80 Figure 4.22: Inner Wall Temperatures  PAGEREF _Toc58643363 \h 80 Figure 4.23: Outer Wall Temperatures  PAGEREF _Toc58643364 \h 81 Figure 4.24: UHTC Nose Temperature  PAGEREF _Toc58643365 \h 81 Figure 5.1: General Vehicle Shape (left view)  PAGEREF _Toc58643366 \h 88 Figure 5.2: Vehicle Cross-sectional view - aft  PAGEREF _Toc58643367 \h 89 Figure 5.3: Visual mesh verification in ProE  PAGEREF _Toc58643368 \h 96 Figure 5.4: Pro Engineer representation of Concept Vehicle  PAGEREF _Toc58643369 \h 97 Figure 5.5: Ansys results for conceptual model, first Eigen value.  PAGEREF _Toc58643370 \h 99 Figure 5.6: Final Vehicle Dimensioned 3- view sketch  PAGEREF _Toc58643371 \h 104 Figure 5.7: Final Vehicle With Loading  PAGEREF _Toc58643372 \h 105 Figure 5.8 Von Mises output for first Eigen Value. Final Vehicle:  PAGEREF _Toc58643373 \h 106 Figure 5.9: Deformation in the Y direction (X-Direction in Ansys Local Frame)  PAGEREF _Toc58643374 \h 107 Figure 5.10: Final Vehicle Output. Von Mises of mode 2  PAGEREF _Toc58643375 \h 108 Figure 6.1: CGMOI Model of Internal Component Layout for MAGAT (TPS not shown)  PAGEREF _Toc58643376 \h 114 Figure 7.3: Initial Vehicle  PAGEREF _Toc58643377 \h 128 Figure 7.4: Vehicle update for Trim and Stability  PAGEREF _Toc58643378 \h 129 Figure 7.5: MAGAT Vehicle configuration  PAGEREF _Toc58643379 \h 129  Table Index  TOC \t "Table" \c Table 1.1: Inbound Mars Trajectory State  PAGEREF _Toc58643380 \h 8 Table 1.2: Outbound Mars Trajectory State  PAGEREF _Toc58643381 \h 9 Table 2.1: Conceptual design parameters.  PAGEREF _Toc58643382 \h 16 Table 2.2: Categorized variations for the MAGAT vehicle design parameters.  PAGEREF _Toc58643383 \h 28 Table 3.1 Wyatt Johnsons given conditions  PAGEREF _Toc58643384 \h 40 Table 3.2 Given Conditions adjusted for code output  PAGEREF _Toc58643385 \h 40 Table 3.3 Gain values for the controller  PAGEREF _Toc58643386 \h 46 Table 3.3 Constant vehicle shape parameters  PAGEREF _Toc58643387 \h 49 Table 3.4 Variable vehicle shape parameters  PAGEREF _Toc58643388 \h 50 Table 3.5 Expected and Actual end conditions for Design 3  PAGEREF _Toc58643389 \h 51 Table 3.6 Expected and Actual end conditions for Design 1  PAGEREF _Toc58643390 \h 53 Table 3.7 Expected and Actual end conditions for Design 2  PAGEREF _Toc58643391 \h 54 Table 3.8 Expected and Actual end conditions for Design 4  PAGEREF _Toc58643392 \h 54 Table 4.1: SODDIT Input Data  PAGEREF _Toc58643393 \h 59 Table 4.2: Block 1 Control Flags  PAGEREF _Toc58643394 \h 60 Table 4.3: Physical Constants of Ablators8  PAGEREF _Toc58643395 \h 65 Table 4.4: Trade Study Materials & Physical Characteristics  PAGEREF _Toc58643396 \h 70 Table 4.5: Trade Study TPS Thicknesses (cm)  PAGEREF _Toc58643397 \h 75 Table 4.6: Trade Study TPS Masses  PAGEREF _Toc58643398 \h 76 Table 4.7: Finalized TPS Thickness (cm)  PAGEREF _Toc58643399 \h 79 Table 4.8: Finalized TPS Mass  PAGEREF _Toc58643400 \h 82 Table 4.9: Matlab codes used to run SODDIT  PAGEREF _Toc58643401 \h 85 Table 5.1: Galileo Systems Breakdown  PAGEREF _Toc58643402 \h 90 Table 5.2: Engine System Breakdown  PAGEREF _Toc58643403 \h 91 Table 5.3: Carbon-Carbon Material Data  PAGEREF _Toc58643404 \h 93 Table 5.4: Titanium Ti-7Al-4Mo Material Data  PAGEREF _Toc58643405 \h 93 Table 5.5: Conceptual Vehicle Size and Mass Properties.  PAGEREF _Toc58643406 \h 97 Table 5.6: Trade Studies Breakdown  PAGEREF _Toc58643407 \h 100 Table 5.6: Systems Calculations  PAGEREF _Toc58643408 \h 102 Table 5.7: Mass Placement and Force Calculations  PAGEREF _Toc58643409 \h 103 Table 5.8: System masses for structure iteration  PAGEREF _Toc58643410 \h 109 Table 5.9: System masses for structure iteration  PAGEREF _Toc58643411 \h 110 Table 6.1. Case Study  PAGEREF _Toc58643412 \h 113 Table 6.2: Specifications of the RS-21 Main Propulsion System  PAGEREF _Toc58643413 \h 117 Table 6.3: Variables for MEOP calculations  PAGEREF _Toc58643414 \h 119 Table 6.4: Propellant and Pressure Tank Parameters  PAGEREF _Toc58643415 \h 120 Table 7.1: Conceptual design parameters.  PAGEREF _Toc58643416 \h 124 Table 7.2: Final vehicle design parameters.  PAGEREF _Toc58643417 \h 126  INTRODUCTION In The Beginning Someone might ask, why bother flying to Mars when we want to get to Jupiter? The short the answer is that we want to steal a little energy from Mars through a gravity assist maneuver. On the Galileo mission there was a 1200% savings in fuel weight using a VEE (Venus, Earth, Earth) gravity assist fly-bys (ref. Galileo Educator's Slide Set Vol. 1 Pg. 3). The Cassini mission used fly-bys of Earth, Venus, and Jupiter to reach Saturn. These gravity-assist maneuvers have been proven to work and yet there is a desire to improve upon this method of interplanetary propulsion. This leads to the proposed idea of an Aero Gravity Assist maneuver (AGA). An AGA maneuver utilizes the atmosphere of a planet to greatly increase the turning angle of the normally hyperbolic gravity assist trajectory. The concept of using the atmosphere to optimize a gravity assist maneuver is the focus of this study. Sixty-five percent of the mission s planned for the present decade (1995-2005) will use an aeroassist system as a primary mission element to reduce launch cost, a larger percentage than in any previous exploration era,(Robert D. Braun of the NASA Langley Research Center, Aeroassist Systems: An Important Element in NASAs New Era of Planetary Exploration, Journal of Spacecraft and Rockets, Vol. 36, No. 3, May-June, 1999). The main reference for this research is from Design of Aerogravity-Assist Trajectories (Journal of Spacecraft and Rockets Vol. 39, No. 1, Jan.-Feb. 2002) by W. R. Johnson and J. M. Longuski. This paper demonstrated the capability of increasing the turning angle without decreasing the entry velocity relative to the planet used in the AGA maneuver. In order to perform this maneuver a hypersonic vehicle with high lifting capabilities must be developed. The most often cited vehicle for AGA missions is known as a waverider. The previous works that have done analysis of AGA missions have assumed a constant lift to drag ratio or a fixed drag polar which were independent of Reynolds number and Mach number. These assumptions in no way reflect the reality of any proposed MAGAT vehicle. A real vehicle would require analysis of the requirements for the necessary thermal protection system, the structural loads, and the effects of the size and weight of such a vehicle on the ability to fly the desired trajectory. The goal of this study was to expand on the previous works by providing a preliminary concept design for a waverider like vehicle and perform trade studies to determine the validity of an AGA maneuver. The five disciplines explored in this study were Aerothermodynamics, Trajectories, Structures, Thermal Protection System, and Systems & Propulsion. The A.G.A. Mission The mission dictated by the RFP requires an Earth launch on 5/14/2004 with a launch V" of 6.00 km/s and a final arrival at Jupiter via a Mars AGA maneuver. The trajectory was found using STOUR, and the boundary conditions using a JPL software package called QUICK. This report is only concerned with the AGA portion of the trajectory and thus the inbound and outbound states of the Mars encounter are those provided from W. Johnson. These states used the STOUR output for Earth launch date, Mars flyby date, and B-plane angle, and applied these to QUICK QUICK was then able to calculate the spacecraft and planets velocity at arrival and convert these conditions into state elements relative to Mars. A fixed drag polar and a lift to drag ratio of 5 was used to obtain the departure conditions. For a 20 km periapsis altitude the conditions for a non-rotating inertial Mars are: Radius7703.979291[km]Latitude5.795018775[degree]Longitude103.3717029[degree]Velocity Magnitude11.54308289[km/s]Flight Path Angle-62.21361917[degree]Heading Angle277.5897048[degree]Table 1.1: Inbound Mars Trajectory State Radius6630.875259[km]Latitude10.26826455[degree]Longitude262.2090646[degree]Velocity Magnitude9.583063561[km/s]Flight Path Angle56.74633971[degree]Heading Angle263.5412073[degree]Table 1.2: Outbound Mars Trajectory State The MAGAT vehicle is designed to be hypersonic lifting body able to contain an unmanned spacecraft similar to the Galileo satellite with a dry mass of 1300 kg. It is also assumed that a total V of 1400 m/s will be required to perform corrective maneuvers at Mars and during interplanetary orbit (ref. Project Galileo, Table 3). The MAGAT vehicle is comprised of an aeroshell structure, a thermal protection system, a propulsion system, and various essential subsystems, such as guidance and navigation, electrical power, communications, science packages etc. The A.G.A. Vehicle, or MAGAT The concept for the Mars aero gravity assist vehicle (hereby known by its acronym Mars Aero Gravity Assist Team, or MAGAT) consists of a simple wedge shape with a single flap, modeled as a flat plate with a leading edge, attached to the base of the wedge for trim control and pitch stability. The free parameters for the vehicle are the vehicle length and width, wedge half angle, flap length, flap width, and radius of the nose. Due to the demand derived from W. Johnsons paper dictating a lift to drag ratio of approximately 5, the conceptual design parameters were mainly driven by the aerodynamic capabilities of the MAGAT vehicle while still making considerations regarding the volume and payload capacity. In his analysis W. Johnson(ref. ) assumed a lift to drag ratio of at least 5 while neglecting large drag contributions dependent on Reynolds number and Mach number. Although the vehicle is designed for producing high lift to drag ratios, it is reasonable to assume that the vehicle must also be of sufficient size and shape in order for it to be structurally sound, able to carry a payload (satellite etc.), and most importantly, affordable to build using current or near current technology. Figures 1.1-1.3 provide top, side, and front views of the MAGAT vehicle.  Figure 1.1: Top view of MAGAT vehicle.  Figure 1.2: Front view of MAGAT vehicle.  Figure 1.3: Side view of MAGAT vehicle. As an initial design reference, the Galileo spacecraft was referenced for its approximate dimensions. The Galileo spacecraft was 5.3 meters long (not including its booms), and 2.1 meters in approximate diameter (ref. Galileo Orbiter pg. 25). The wedge half angle determined the length and width of the vehicle that provided for a comparable payload size. In order to accommodate this size of payload half cones are added to either side of the wedge body. This provides a considerable amount of volume and also serves as a more realistic design for a MAGAT vehicle. The downside is that this greatly increases the vehicles drag while providing minimal lift. Expected design challenges include obtaining a high enough lift to drag ratio, high heating rates due to entry in Mars atmosphere at interplanetary speeds, structural integrity concerns associated with having a long, slender vehicle, and having enough control authority to arrive at the required departure state. The following is an in depth presentation of the methods utilized, and the results obtained while trying to successfully design the MAGAT vehicle. aeroThermodynamics Nomenclature L=Vehicle length, minus flap lflap=flap chord rn=nose radius rb=cone base radius =wedge and cone half angle b=width of wedge lcg=distance along the center line from the reference point to the center of gravity. zcg=distance along the z-axis from the center line to the center of gravity.  =angle of attack, angle between the velocity vector and the vehicle center line  =trimming angle of flap, angle between the flap and the vehicle center line Sref=reference area, defined as the base area of the vehicle l =reference length, defined as the length of the vehicle Introduction The objective of the Aerodynamicist in this project is to obtain a method of analysis and provide insight on the aerodynamic parameters for the proposed MAGAT vehicle. The method used for this analysis is the evaluation of various vehicle shapes and their aerodynamic performance by way of their hypersonic CL, CD, L/D, pitching moment, static stability and trimming capabilities. These performance characteristics are determined through the use of the Newtonian hypersonic flow theory along with hypersonic skin friction and viscous interaction effects. Fortran codes have been provided, yet are modified for the desired vehicle parameters, that enable timely analysis of the vehicle performance. The codes that concern the attention of the aerodynamicist are; aerotest.f, aerodat.f, aeroprop.f, altvmap.f, and aerotrim.f along with several subroutines that provide systematic root finding and bracketing. The results of this analysis are provided to the trajectories specialist for further computation on the mission design. One of the primary concerns for the vehicle is obtaining a high L/D, of at least 5, to maintain a flight path that provides the proper exit trajectory without losing a great deal of energy due to drag while in the Martian atmosphere. The advantage is that the amount of heliocentric V gained and the reduced time of flight will greatly outweigh any drag energy losses during the AGA maneuver. Another primary concern is the trimming capabilities and pitch stability of the vehicle. Although stability about roll and yaw axes is also essential this study will not include analysis of those parameters. Pitch stability is dictated by the location of the center of gravity in relation to the vehicles center of mass. This location greatly affects the trimming capabilities for desired angles of attack and is always be given great attention. Analysis of systems, structures, and propulsion components all are also required to have a better understanding of the location of the center of gravity and the pitch stability of the vehicle. Vehicle Parameters The vehicle used is a high L/D hypersonic vehicle. For this preliminary design method the shape of the vehicle must be reduced to a simplified geometry. A diagram of the vehicle and the coordinate system used can be seen in Figures 2.1 -2.3 below. The geometry consists of five separate components, a wedge, cone frustum sides, cylindrical leading edge, spherical segment caps, and a flat plate for the control surface.  Figure 2.1: Top View of Vehicle  Figure 2.2: Side View of Vehicle  Figure 2.3: Front View of Vehicle All of the parameters necessary to declare the vehicle dimensions can be seen in the previous figures. The six parameters are the nose radius rn, base radius rb, length L, width of wedge b, wedge half angle , and the flap chord lflap. A set of initial parameters were determined from the results of the concept design and can be seen in Table 2.1. The different vehicle parameters are described in greater detail later. MAGAT Conceptual Vehicle Design Parametersrn (m)rb (m)L (m)b (m) (deg)lflap (m)0.251.65510.03.08.00.5Table 2.1: Conceptual design parameters. Aerodynamics The aerodynamics of the vehicle will be based on the Newtonian hypersonic flow theory, hypersonic skin friction, and viscous interaction effects. The mission RFP requires that the spacecraft enter the Martian atmosphere at approximately 11500 m/s and exit the atmosphere at approximately 9600 m/s. At this velocity the flow can be assumed to be purely hypersonic. There is no need to calculate the effects of supersonic flow, supersonic skin friction, or wave drag on the vehicle. By combining the results of these methods the lift, drag, and moment about the center of mass are calculated for a given free stream velocity, and angle of attack. Using the Newtonian Hypersonic Flow Theory The method for using the Newtonian theory is based on combining several simple shapes to obtain a total model for the vehicle. The theory itself uses the pressure distribution of the flow over the vehicle. The distribution of pressure is then evaluated for the surface geometry and integrated over these simple shapes using the methods from Reference 1(Clark and Trimmer) to obtain the normal and axial forces along with the moment coefficients. A very important parameter in these calculations is the reference area Sref, which is used to non-dimensionalize all of the forces. This reference area is the entire base area of the vehicle.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 1) Another important requirement for this method is to define the moment reference point for each shape and the reference length lref, for non-dimensionalization of the moment. This length is the wedge length L, and the reference points can be seen in the following figures corresponding to each shape. The FORTRAN code AERODAT has been modified to follow these methods. Cylindrical Leading Edge  Figure 2.4: Diagram for the cylindrical leading edge The equations for the Cn,cyl and Ca,cyl are from Ref. 1, pp 12-13.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 2)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 3) For a cylinder, the Cm,cyl about the center of curvature, as noted by the reference point in Figure 2.4, is zero. The reference point is translated to the center of mass using  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 4) Spherical Segment Nose  Figure 2.5: Diagram of the spherical nose The equations for the Cn,nose and Ca,nose are from Ref. 1, pp 29.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 5)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 6) For a spherical segment, the Cm,cyl about the moment reference point as noted in Figure 2.5, is also zero. Now move the reference point to the center of mass.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 7) Wedge  Figure 2.6: Diagram of the wedge. For the calculation of the forces on the wedge, the lift and drag were computed directly from the Newtonian pressure for the upper and lower surfaces separately and then converted to the normal and axial forces by means of direction cosines. At this point it is also important to note that the angle of attack , is measured from the center line of the vehicle and not the wedge surface. In other words, the angle of attack as seen by the upper surface will be (-), and by the lower surface as (+). The equations for the Cl,wedge, Cd,wedge, and Cm,wedge are derived from the Newtonian Theory . The first set of equations is when < and there is no shadowing of the upper surface.  EMBED Equation.DSMT4   EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 8)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 9)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 10) For > the upper surface is shadowed from the flow so the Cl,wedge,upper Cd,wedge,upper, and Cm,wedge,upper are are zero. If  is always assumed positive the lower surface will always see the full flow and the equations are valid for 0< <90o .  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 11)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 12)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 13) where lcg is measured from the origin as seen in Figure 1.1 and ycg is measured positive below the vehicle center line and the moments for the upper and lower surfaces can simply be added together for the total Cm,wedge.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 14) To convert these to the vehicle coordinates requires a simple coordinate transformation involving .  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 15)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 16) Cone Frustum Sides  Figure 2.7: Diagram of the cone frustum The equations for the Cn,cone, Ca,cone, and Cm,cone are from Ref. 1, pp 30-32. For the cone frustum, a portion of the surface becomes shielded from the flow when >, there for the calculations are again divided into two parts. The first set of equations are for <.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 17)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 18) The next set of equations is for > where a portion of the surface is shadowed.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 19)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 20) The moment coefficient is valid for 0< <90o and is given by the following equation for Ref. 1, pp 32.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 21) Flat Plate Control Flap  Figure 2.8 Diagram of the flap The equations for the Cn,flap,ref and Ca,flap,ref are from Ref. 2, pp 51. These equations are for a flat plate at an angle of attack. It is important to note that the flap sees the flow at the angle of attack plus the angle of the flap, (+). At the center of the plate, where the reference point is, the Cm,flap,ref is zero, see Figure 2.8 above.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 22)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 23) Also the equations are local to the flap and must be converted to the vehicle frame through a coordinate transformation. When this transformation takes place, the flap will create a moment about the vehicles center of mass and is then computed about this reference point, seen in Figure 2.1, with the equations adapted from Ref. 1, pp 35.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 24)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 25)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 26) Composite Configuration Now that the individual components of the normal and axial forces and moments have been calculated, they must all be referenced to the same coordinate system and reference point as Figures 2.1-2.3 show. The normal and axial forces are already in the vehicle frame; only the moment for the cone needs to be moved from the base to the nose. After this transformation the coefficients can be combined correctly. In order to change the reference point for the cone frustum the equation (161) from Ref. 1, pp 35 will be applied.  EMBED Equation.DSMT4   EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 27) Now the coefficients can be totaled to get the Newtonian lift, drag, and moment coefficients. Cn,newt, Ca,newt, and Cm,newt are written below.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 28)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 29)  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 30) Hypersonic Skin Friction The Newtonian theory is based on pressure only and does not include the other effects of the flow around the vehicle. One of those is the skin friction, which is to be assumed to only add to the drag of the vehicle. Reference 3, pp 32-35 gives the background on the equations that will be used to calculate the skin friction. The first step will be to locate the point of transition along the vehicle where the flow changes from laminar to turbulent. This is done by finding the local edge Mach number by the crude method of Me=M"cos and then using Ref 3, equation (72) pp 33 to calculate the Reynolds number at that same location, Rex,t. Ref 3, equation (71) pp 32 is used to calculate the transition location where ` and ` are the reference viscosity and density. The viscosity is calculated using the Sutherland law and the density is calculated from the reference temperature, free stream temperature, and the free stream density. After the transition location is found, a simple if()then check calculates the skin friction due to laminar flow on a portion of the vehicle and the skin friction due to the turbulent boundary layer by using Ref. 3, equation (86) pp 35 where the Reynolds number is found at the end of the vehicle, at the transition point using the reference ` and ` , and at the transition point using the free stream  and  . For this analysis, the flap will be included as a solid part of the vehicle and so the total length will be L+lflap . This hypersonic skin friction drag will then be directly added to the Newtonian drag. Viscous Interaction The viscous interaction becomes applicable when the free stream density becomes very small. This mostly occurs at extreme high altitudes and when the vehicle is moving at very high velocities. This interaction will be added to the drag of the vehicle by means of calculating the VI coefficient,  EMBED Equation.DSMT4  and using the ratio equation from Reference 3, Eqn (95) pp37. The actual drag is then found from Ref 3, Eqn (96) pp 37 and added to the Newtonian and skin friction drag.  EMBED Equation.DSMT4   MACROBUTTON MTPlaceRef \* MERGEFORMAT  SEQ MTEqn \h \* MERGEFORMAT ( SEQ MTSec \c \* Arabic \* MERGEFORMAT 0. SEQ MTEqn \c \* Arabic \* MERGEFORMAT 31) Thermodynamics Heating is one of the main concerns for this mission. With the vehicles velocities on the order of magnitude of a reentry , the heat load is a huge concern. The heating rates will be calculated using the assumptions, that the entire nose tip is solid UHTC, and that the rest of the vehicle will be modeled with flat plate heating along the surface using SLA-16V. Other than the stagnation point at the nose tip, there are eight additional points along the surface and one on the flap that will be modeled with flat plate heating methods. Figure 2.9 shows the approximate locations of the thermal points.  Figure 2.9: Thermal points along wall surface. The calculations for the stagnation point heating values follow Reference 3, Equations (47-51) pp26-29. The heat transfer rate is found from the free stream velocity, the free stream density, the specific heat of the nose material, the nose radius, and the temperature at the stagnation point. For the MAGAT vehicle, the nose radius is fraction of the base radius and is assumed to be solid. Eqn. 51 is used to calculate the temperature rate of change using the volume of the solid nosetip, and approximating the integral of the heat transfer rates at the nosetip and shoulder of the nose over the elemental surface area. After determining the stagnation point, the heat transfer rates were calculated for the nine additional thermal points. Flat plate heat transfer Equation (52) pp. 28 from Reference 3 was used for each of the points along the surface where  is the free stream density and V is the free stream velocity. The heating parameter, C, is dependent on whether the flow is laminar or turbulent and the angle of attack. Two methods are used to evaluate the heating parameter, White s method good for small angles of attack and Tauber s method good for larger angles of attack. Per Reference 3, the equation M"sin<1, provides a limit when the angle of attack is small enough to use White s method. Reference 3, Equations (57-64) pp. 29-30 give White s method which assumes flat plate heating at zero angles of attack. Reference 3, Equations (53-56) pp. 28-29 give Taubers method. Both methods depend on the flow conditions along the surface where x is the distance from the stagnation point. The calculations are either for laminar or turbulent flow at each thermal point. This transition point along the surface is found from Reference 3, Equations(71-72) pp. 31-33. After the transition location is found the calculations for the heating rates can be determined at each thermal point from its flow condition and position downstream of the stagnation point. Trim and Stability The stability of the vehicle is maintained through the use of a single flap attached to the rear of the vehicle. This flap is then trimmed to maintain the desired flight path. For this analysis, only the pitch stability is considered. The stability of the vehicle is determined by the location of the center of gravity and the controllability of the flap. The pitch stability is then analyzed through the use of the AEROPROP Fortran code. The code uses the Newtonian lift and drag, evaluated from the AERODAT code, along with a series of flap angles and angles of attack to analyze the stability of different center of gravity locations. In order for the vehicle to be stable the moment coefficient must be zero and the slope of the moment coefficient versus the angle of attack must be negative. The trajectory of the vehicle will determine for what angles of attack the vehicle must have stability. Trade Studies The geometric dimensions for the MAGAT vehicle were initially restricted by the constraint of carrying a payload the size of the Galileo spacecraft. The team had further discussed separating the spacecrafts systems into its individual components to allow for a less restrictive constraint on the geometric dimensions. The vehicle design parameters were first optimized through an iterative process based only on aerodynamic performance. The AEROTEST, AEROPROP, and AEROTRIM Fortran programs were utilized for a range of different vehicle dimensions. The vehicles are categorized into Table 2.2 below. MAGAT Vehicle Design VariationsVehiclern (m)rb (m)L (m)b (m) (deg)lflap (m)A0.251.661038.00.5B0.011.661038.00.5C0.010.8812.554.00.3D0.010.4512.552.00.3E0.010.531532.01.0F0.010.531532.00.5G0.010.531552.01.0H0.010.712032.01.0I0.010.712052.01.0J0.011.412054.01.0K0.010.361052.00.5L0.010.361052.00.3Table 2.2: Categorized variations for the MAGAT vehicle design parameters. The driving parameter for the MAGAT vehicle was to have a high lift to drag ratio while maintaining stablity. All of the vehicles were evaluated using this as the main criteria for the final design. Each parameter was varied and the performance was compared to that of the conceptual design. Figure 2.10 shows a comparison of the inviscid lift to drag ratios for each of the potential vehicles.  Figure 2.10: Comparison Plot of Inviscid Lift to Drag for Various Vehicle Dimensions. The above plot shows that the conceptual design, vehicle A, achieved a lift to drag of less than two where as the best lift to drag was found for vehicles J and K at a value exceeding six. This large increase is most likely due to the equally large increase in the surface area of the vehicle. Although, this large area also causes a greater increase in the drag as the vehicle reaches even slightly higher angles of attack. Most likely the vehicle will need to be operating at or near its maximum lift to drag for most of the atmospheric portion of the flight. While observing the lifting capabilities of the vehicles the pitch stability was also analyzed for each vehicle. The center of gravity for the vehicle was approximated from the distribution of mass of the conceptual design and then moved to its near equivalent location for the comparison vehicles. Figures 2.11-2.16 show the trimmed pitch stability for several of the vehicles with their approximated center of gravity locations.  Figure 2.11: Pitch Stability plot of Vehicle A with center of mass located 5.05 meters from the nosetip.  Figure 2.12: Pitch Stability plot of Vehicle C with center of mass located 6.11 meters from the nosetip.  Figure 2.13: Pitch Stability plot of Vehicle C with center of mass located 7.01 meters from the nosetip  Figure 2.14: Pitch Stability plot of Vehicle J with center of mass located 8.81 meters from the nosetip Figure 2.14 shows that the larger vehicle has a much smaller range of angles of attack for stability. Although, when compared to the conceptual design vehicle, in Figure 2.11, the trimmed flight stability is capable for a wider range of angles of attack. Overall not much is lost in terms of stability and the improvements in lift to drag ratio is clearly justified. Following the stability analysis was a more in depth look at vehicle J for a wider range of center of gravity locations. Figure 2.15 shows the lift to drag ratios for various center of gravity locations.  Figure 2.15: Trimmed Lift to Drag Ratios for various center of gravity locations for vehicle J. Figure 2.15 provides a range of center of gravity locations that are capable of producing the high lift to drag ratio while maintaining stable flight. From the plot the best location for the center of gravity is between 8.5 and 9.0 meters from the nose tip. The vehicle is stable over the widest range of angles of attack and provides an inviscid lift to drag ratio between 5.5 and 5.8. Finally a comparison of lift to drag ratio during simulated flight conditions is needed to fully justify the increased size of vehicle J. Figure 2.16 shows a contour plot of constant lift to drag ratios over the range of possible flight conditions during the aero maneuver for vehicle J. For a comparison, Figure 2.17 shows the same contour plot for the conceptual design, vehicle A.  Figure 2.16: Contour of constant lift to drag ratios for vehicle J.  Figure 2.17: Contour of constant lift to drag ratios for vehicle A. In both Figures 2.16-2.17, viscous effects as well as skin friction are added to the drag which obviously reduces the total lift to drag ratio from the previous inviscid case. The idea though is how much? Since vehicle J has roughly twice the surface area as the conceptual design the effects of drag are much greater on the larger vehicle. Although, one of the trade offs is that the overall performance is approximately double that of the conceptual design. Figure 2.17 shows a best lift to drag ratio contour of only 2.5 where as Figure 2.16 shows that vehicle J gives a best lift to drag ratio contour of about 3.75. The trade off is that the larger vehicle needs to fly at a lower altitude to achieve its highest performance. Conclusion For any hypersonic vehicle there are limitations to their performance. One of those limitations is the Maximum lift to drag ratio. Many studies have found that the maximum lift to drag ratio decreases as Mach number increases. This trend has been generalized by Anderson as seen in Figure 2.18 and is approximated by the relationship  Anderson also tabulated some empirical data for optimized hypersonic vehicle shapes which can be seen in Figure 2.18. The plot shows this lift to drag ratio barrier as the solid line and demonstrates the limitations on hypersonic performance.  Figure 2.18: Maximum lift-to-drag ratios for hypersonic vehicles and the "L/D barrier" [from Anderson, 2000] This limitation clearly reinforces the importance of a very highly optimized design to achieve the necessary lift to drag ratio required by the AGA mission. It is equally important to note that the limitations on modeling the vehicle were severe enough that a true optimized hypersonic design could not be analyzed. An example of an optimized shape with the potential of completing the mission is suggested in Figure 2.19.  Figure 2.19: Optimum Mach 25 Waverider [from Bowcutt, Anderson and Capriotti, 1987] The final vehicle chosen for this analysis was there for doomed to achieving a lift to drag ratio that was insufficient for satisfying all the mission requirements. The final trajectory conditions were nearly met with the only fault occurring in the final velocity. The MAGAT vehicle simply did not possess efficient enough hypersonic flight characteristics to achieve the extreme lift to drag ratio requirement and allow the vehicle to maintain a majority of its velocity. However, if a more sophisticated design could have been analyzed, as in Figure 2.19 it is nearly certain that the entire mission requirements could have been met. References Johnson, Wyatt R., Longuski, James M.,Design of Aerogravity-Assit Trajectories, Journal of Spacecreaft and Rockets,Vol. 39, No. 1, Jan-Feb, 2002 pp. 23-30.  HYPERLINK "http://www.jpl.nasa.gov/galileo/tour/tourtoc.html" http://www.jpl.nasa.gov/galileo/tour/tourtoc.html general information on the Galileo mission. Anderson, J.D. Fundamentals of Aerodynamics 2nd Edition, McGraw Hill, New York, 1991. Anderson, J.D., Hypersonic and High Temperature Gas Dynamics, McGraw Hill, NewYork, 1989 Clark, E.L. Trimmer, L.L., Equations and Charts for the Evaluation of the Hypersonic Aerodynamic Characteristics of Lifting Configurations by the Newtonian Theory, Arnold Engineering Development Center, Arnold Air Force Station, Tennessee, March 1964. Schneider, Steven, Methods for Analysis of Preliminary Spacecraft Designs, Purdue University, W. Lafayette, IN, 2003 Tauber, M.E. and Sutton, K. Stagnation-Point Radiative Heating Relations for Earth and Mars Entries, Journal of Spacecraft and Rockets, Vol. 28, Jan-Feb, 1991, pp. 40-42. Trajectories Beginning A table of the given initial and final conditions of our trajectory is listed in Table 3.1, as given by Wyatt Johnson1. Some changes to these values are made so that they are more adapted to the outputs given by the main code traj.f. Table 3.2 lists these changes. ConditionsBeginningEndRadius (km)7703.9796630.875Latitude (deg)5.795010.268Longitude (deg)103.3717262.209Velocity (km/s)11.5439.583Fl. Path angle (deg)-62.213656.746Flight Azimuth (deg)277.5897263.541 Table 3.1 Wyatt Johnsons given conditions ConditionsBeginningEndAltitude (km)4306.9793233.875Latitude (deg)samesameLongitude (deg)same-97.791Velocity (km/s)samesameFl. Path angle (deg)samesameHead. Angle (deg)172.410186.459 Table 3.2 Given Conditions adjusted for code output First, traj.f reports values of the spacecrafts altitude above the surface of Mars rather than its radius from the center of the planet. It will therefore be necessary to subtract the radius of Mars from Wyatts radii. The value used in the code is 3397 km. This is the equatorial radius as reported on the NASA/JPL website2. A second change to Wyatts numbers is heading angle/flight azimuth. Wyatt reports the flight azimuth, which is measured from North in a clockwise direction. But Vinh uses heading angle, which is measured from East in a counterclockwise direction3. By comparing Figure 3.1 and Figure 3.2 the calculations to adjust flight azimuth to heading angle are straightforward.  Figure 3.1 Measurement of Flight Azimuth  Figure 3.2 Measurement of Heading Angle The third change needed on Wyatts numbers is for longitude. Wyatt reports longitude as positive numbers heading east. Because the spacecraft is flying in a retrograde trajectory around Mars, the longitude output from traj.f turns negative once the spacecraft hit 0 and continue west. The simple adjustment, therefore, is to subtract 360 off of the final longitude (which is greater than 180) in order to get the corresponding negative value for the final position. An adjustment to the initial longitude is not needed. The main code being used to run the trajectory calculations is traj.f. Traj.f computes various values that describe the trajectory path of the spacecraft for each time step. These values include velocity (both inertial, Vi, and with respect to a rotating Mars, Ve), flight path angle (), heading angle (), radius of the s/c from the center of Mars (r), longitude (), latitude (), and mass of the vehicle (m). Together these seven values make up a vector that gets passed to other subroutines and will hereon in be referred to as the y() vector. Before any further description of traj.f is made, it is important to point out that two different frames of reference are being used over the course of the trajectory calculations. Vinhs equations3 are in the frame of reference that rotates with the planet; Wyatts specifications1 are in an inertial frame, so a conversion from one frame to another is needed. The conversion equations are provided in the Methods handout4. This conversion requires the assumption of small flight path angles (this analysis assumes small is approximately 10 or less). The flight path angle of the spacecraft in its inbound trajectory does not reach small values until about the time when it enters the atmosphere (at an altitude of 100 km), at which time  is approximately 11 (Similar small values of flight path angle are maintained throughout the flight in the atmosphere& see trade studies). Therefore, during flight outside of the atmosphere the inertial frame is used, and the rotation of Mars () is set to zero for Vinh s equations. While inside the atmosphere the Mars-rotating frame is used, and  is set to its non-zero value. The rotation of Mars is turned on when the spacecraft is inbound and 10% above the edge of the atmosphere and turned off when the spacecraft is outbound and 5% above the edge of the atmosphere. As a consequence of the changes between inertial to Mars-rotating frames, some values must be adjusted accordingly. Longitude is one of the y() vector values calculated in trajsub.f. But when in the inertial frame, longitude only changes due to the velocity of the spacecraft and is not adjusted due to the rotation of Mars. To correct this issue the following adjustment is made to longitude when in the inertial frame:  EMBED Equation.DSMT4  Eq. 3.1 where y (5) denotes that longitude is the 5th element in the y() vector, t is the current time (in seconds), and  is the rotation of Mars (rad/sec). No adjustment to longitude is needed when in the Mars-rotating frame because by definition,  is non-zero. Another y () vector value that needs adjustment is heading angle. When in the inertial frame, y (3) is the inertial heading angle associated with Vi. When in the Mars-rotating frame y (3) is associated with the Mars-rotating frame velocity, Ve. We are interested in the inertial heading angle in the code output, so the following adjustment is made to the calculation of the inertial heading angle when in the rotating frame:  EMBED Equation.DSMT4  Eq. 3.2 where i is the inertial heading angle calculated from equations in the Methods report4. The reason for subtracting from 360 is illustrated in Figures 3.3 and 3.4 by a comparison of the two cases of retrograde motion: when inertial heading angle is less than 180 (Figure 3.3), and when it is greater than 180 (Figure 3.4). It can be seen that when i is greater than 180 it is no longer the same angle that is used in the velocity triangle.  Figure 3.3 Velocity triangle for retrograde motion (psi less than 180)  Figure 3.4 Velocity triangle for retrograde motion (psi greater than 180) In traj.f, first the vehicle parameters are set. Then the initial values of the y () vector are set. In particular, Vi is input into the code and then converted to Ve using the aforementioned conversion equations from the Methods handout4. Then the main loop begins. For each time step, the subroutine getAOA.f is first called (see the control law section below for details on how this subroutine work) and returns the angle of attack of the spacecraft. Next aerotrim1.f is called to calculate aerodynamic parameters, including Cl and Cd (see the aerothermodynamcs for more details on this subroutine). Then the subroutine trajsub.f calculates new values of the y () vector with Vinhs equations3. Finally, using various values from the new y () vector, Vi, and  (inertial frame) are calculated. MEthods In order to navigate through the atmosphere and arrive anywhere near the final desired position with the desired velocity and various angles, it is necessary to implement a controller to adjust the angle of attack of the vehicle. The code getAOA.f implements the controller. This controller uses a combination of proportional, derivative, and integral control. The basic equations that govern these types of control are as follows:  EMBED Equation.DSMT4  Eq 3.3  EMBED Equation.DSMT4  Eq. 3.4  EMBED Equation.DSMT4  Eq. 3.5 aoa is the angle of attack of the vehicle. error is the difference between the altitude the vehicle is currently at, currAlt, and the altitude that the controller is trying to set it to, controlAlt. dEerror is difference between the error of the current time step and the error in the previous time step. By trial and error, the gain values of kp, kd, and ki were determined so that any huge oscillations in angle of attack were eliminated. These gain values are listed in Table 3.3 kpkdki9.0909E-50.204.444E-4Table 3.3 Gain values for the controller In order to determine the desired altitude of the vehicle, the time in the atmosphere is divided up into five different sections, where only the current section dictates the control scheme (controlAlt). The control scheme moves from one section to the next when certain conditions on that section are met. The first two sections are dictated by the current altitude of the vehicle. They occur during the descent of the vehicle to prevent it from flying below the minimum allowed altitude of 20 km while at the same time allowing the flexibility to model both shallow and steep descents (or a combination) for trades studies. The final three sections of the atmospheric flight regime are dictated by the current longitude of the vehicle. These three sections occur after the vehicle has hit its minimum altitude and are used to control the ascent of the vehicle. The purpose of these three sections in general is to keep the vehicle in the atmosphere longer, as it has been discovered over the course of the trajectory design that the hardest final condition to achieve is the final longitude (without control the vehicle falls very short of the intended -97). The height or longitude that dictates when the control scheme moves to the next section is changed during trade studies. There is nothing special about any of these locations. When the control scheme moves to a new section, the slope of the desired path for that section is set (the desired trajectory is modeled as a chain of straight lines, each with a different slope). Again, there is nothing special about this slope; it is altered during trade studies until a value that gives desired results is found. The height and longitude of this point are set. For instance, when moving from section 1 to section 2, the current height has been dictated by the condition on section 2 (i.e. the control scheme would not have moved from section 1 to section 2 unless this height had been reached by the vehicle), and the longitude is set to whatever longitude the vehicle is at currently. For the remainder of this section, the control altitude at each time step is calculated using the following equation:  EMBED Equation.DSMT4  Eq. 3.6 slope is the slope set at the beginning of the section, longDeg is the current longitude of the vehicle, long is the longitude of the vehicle at the beginning of the current section, and height is the altitude of the vehicle at the beginning of the current section. Figure 3.5 illustrates the derivation of this equation. Equation 3.6 is simply a rearrangement of the equation for the slop of a line. The slope of a line can be calculated by taking the change in height divided by the change in length. The beginning of the line is described by the conditions of the vehicle at the time it entered the current section (height and long) and remains constant. The end of the line is described by the current conditions of the vehicle (controlAlt and longDeg).  Figure 3.5 Slope of line segment derivation In addition to the equations used above, there are other values and limitations to note. The starting height on Section 1 is set to 90 km altitude. This value was found by trial and error to be about the limit where some small amount of control is achieved. The starting longitude of course corresponds to this altitude. The aerodynamic model being employed does not allow for negative angles of attack. Therefore, whenever the angle of attack is less than zero, the bank angle is change by 180 and the angle of attack is set to its positive counterpart. The lifting effect on a vehicle with no bank angle and a negative angle of attack is the same as that on a vehicle flipped by 180 with a positive angle of attack (provided the magnitude of both angles is the same). This would imply that no actual banking of the vehicle takes place. However, during trade studies it was discovered that bank angle actually improved some aspects of performance (see trade studies below). The code that sets the bank angle based on the value of angle of attack is in the main code, traj.f rather than the controller subroutine getAOAf. For each section of the atmospheric flight regime, limits are placed on the maximum angle of attack allowed to be used. This is to prevent the controller from sending the vehicle into large oscillatory motions which tend to take away more velocity. Particularly in sections 1 through 2, the limits also serve to avoid the vehicle pulling down towards the planet to quickly (it was found that banking the vehicle to 180 during descent was more desirable than bringing it in with no bank angle). A modification to the angle of attack is sometimes needed after it is passed into aerotrim.f and aerodynamic parameters are returned. If the particular angle of attack returned by getAOA.f is not trimmable, the code will search for a trimmable angle of attack as close to the untrimmable angle as can be found. If the change in the angle is greater than 0.25, the code will stop running with the error message that the vehicle is unstable, due to the large jump in angle of attack that would be required if this modified angle of attack were used. This piece of code is also located in the main code traj.f Trade Studies The vehicle designs that were run in trade studies were provided by structures, systems, and aerothermodynamics. Table 3.3 provides the vehicle shape parameters that were kept constant during the trade studies. ParameterValueFlap chord (m)1.00Vertical cg location (m)0.00Nose radius (m)0.01 Table 3.3 Constant vehicle shape parameters Table 3.4 describes the four vehicle designs that were optimized in trades studies. Table 3.4 Variable vehicle shape parameters DesignLength (m)Half angle (deg)Base (m)Mass (kg)Cg location (m)110833606.204.86220434579.168.31320233627.758.58420254085.988.45 As mentioned earlier in the control law section, each vehicles trajectory is optimized by varying the values of height/longitude, slope, and max angle of attack for each section of the atmospheric flight. Although these values must be varied until the final desired conditions are achieved (or are as close as they can be) there is some pattern to choosing the numbers. For instance, if the minimum altitude of the vehicle is below the given 20 km, the altitude that initializes the control scheme moving to section 2 can be increased so that it changes slope earlier and allows more time to shallow out the path. Similarly, the slope of section 2 can be decreased so that the vehicle is not approaching at such a steep incline. During the ascent, if the final longitude at the desired altitude is too small (i.e the vehicle has not traveled far enough around the planet) the slope of any of the final three sections of the atmospheric flight can be decreased so that the vehicle ascends out of the atmosphere more slowly, and thus travels farther in terms of longitude before starting a steeper ascent. Out of the four vehicle designs run in trade studies, Design 3 had the best performance characteristics. Table 3.5 summarizes the expected and actual final conditions. Because the code outputs data based on time step, it may not be possible to find a time step that corresponds with the exact final desired altitude. The actual altitude in Table 3.5 is the closest value that could be found, and all other actual values correspond to this time step. ConditionsExpectedActualAltitude (km)3233.8753232.827Latitude (deg)10.2689.999Longitude (deg)-97.791-96.756Velocity (km/s)9.5838.139Fl. Path angle (deg)56.74655.667Head. Angle (deg)186.459187.777 Table 3.5 Expected and Actual end conditions for Design 3 Originally, bank angle was kept at either 0or 180 for the duration of the trajectory (basically no banking of the vehicle occurred). However, when Design 3 was optimized this way, latitude was at about -7. By experimenting with bank angle, it was discovered that a bank angle of 18.75 increased the latitude up to about 10 with only minimal impact on the rest of the conditions (for instance, velocity only decreased by about 1 meter/sec). With the exception of velocity, all conditions are within a few percent of their expected values. If a delta v maneuver were to be implemented, it could correct the discrepancies in velocity, flight path angle, and heading angle. Figure 3.6 shows the altitude plotted against longitude of Design 3. Figure 3.7 shows a three-dimensional plot of latitude versus longitude versus altitude to give a rough idea of the path the vehicle follows.  Figure 3.6 Altitude vs. Longitude, Design 3  Figure 3.7 Three-Dimensional view of the trajectory of Design 3 Figure 3.8 shows the angle of attack of the vehicle while in the atmosphere. Although there are many fluctuations, they are not extreme enough or frequent enough to cause the flap to fail.  Figure 3.8 Angle of attack vs. time, Design 3 The final conditions for the other three vehicle designs are show in Tables 3.6 3.8. ConditionsExpectedActualAltitude (km)3233.8753232.808Latitude (deg)10.2689.515Longitude (deg)-97.791-81.696Velocity (km/s)9.5835.133Fl. Path angle (deg)56.74651.260Head. Angle (deg)186.459188.489 Table 3.6 Expected and Actual end conditions for Design 1 ConditionsExpectedActualAltitude (km)3233.8753232.206Latitude (deg)10.2689.935Longitude (deg)-97.791-96.591Velocity (km/s)9.5837.299Fl. Path angle (deg)56.74654.934Head. Angle (deg)186.459188.027 Table 3.7 Expected and Actual end conditions for Design 2 ConditionsExpectedActualAltitude (km)3233.8753231.782Latitude (deg)10.26810.216Longitude (deg)-97.791-93.834Velocity (km/s)9.5838.016Fl. Path angle (deg)56.74655.564Head. Angle (deg)186.459187.719Table 3.8 Expected and Actual end conditions for Design 4 It is no surprise that the end conditions for Design 4 are similar to those for Design 3. The only difference to the shape of Design 4 was an increase of the base of the vehicle by 2 meters, which only shifted the cg location forward by about 0.1 meter and increased the mass by about 400 kg. The final velocity for Design 4 is about 0.1 km/s less than Design 3. That fact, in addition to the increased mass of the vehicle (Design 4) shows why Design 3 is preferable. The shape difference between Design 2 and 3 is the doubling of the half angle. This gives a mass almost 1000 kg higher and shifts the cg forward about 0.25 meters. The effect is a final velocity that is about 1k/s less than Design 3. The other parameters are beginning to drift from the expected values. With half the length of the other designs and twice the half angle of Design 2, Design 1 is comparable in mass but it creates such drag that the best velocity this vehicle can achieve is about 3 km/s less than Design 3. The final longitude also dropped by about 16. Clearly this shorter and wider vehicle will not be able to meet the mission requirements, and it drives the design towards the longer and thinner vehicle of Design 3. As a summary comparison of all four Designs, Figure 3.9 shows inertial velocity against time for each vehicle design.  Figure 3.9 Inertial velocity vs. time for all four designs References [3] Vinh, N., Busemann, V., and Culp, R., Hypersonic and Planetary Entry Flight Mechanics, Univ. of Michigan Press, 1980 [4] Methods for Analysis of Preliminary Spacecraft Design, class notes, AAE 450, Professor Schneider, Fall 2003 [2]  HYPERLINK "http://nssdc.gsfc.nasa.gov/planetary/factsheet/marsfact.html" http://nssdc.gsfc.nasa.gov/planetary/factsheet/marsfact.html [1] Johnson, Wyatt R., Longuski, James M. Design of Aerogravity-Assist Trajectories Journal of Spacecraft and Rockets, Vol. 39, No. 1, Jan-Feb 2002, pp. 23-30 Thermal Protection System Introduction: Successfully entering an extraterrestrial atmosphere at interplanetary speeds presents a significant engineering challenge that involves control, aero, structure, and trajectory design. An additional design challenge involves protecting a craft from the heat generated during entry. Without protection, a spacecraft will fail as its structure is exposed to the high temperatures generated by friction with the atmosphere. A spectacular, although morbid example involves the Columbia tragedy that occurred on February 1st, 2003. The thermal tiles that protect the space shuttle were damaged during launch, creating a hole where hot plasma could penetrate and react with the shuttles structure. This led to a structural failure, and ultimately the breakup of the entire shuttle during re-entry. Clearly a space vehicles structure must be protected during atmospheric entry with a thermal protection system (TPS). In order to design a TPS there must be a way of modeling the heat flux involved in entry. This is accomplished via Sandias SODDIT one-dimensional heat flux and thermal ablation code. Given a heat flux and a TPS composition, SODDIT will calculate a temperature history along the depth of the TPS. Using temperature limits provided from the materials used for the structure of the spacecraft, a TPS can be designed to prevent the structure from overheating. SODDIT: SODDIT was originally developed in 1972 to calculate the ablation of graphite/carbon bodies entering the atmosphere. Further coding allowed SODDIT to solve the inverse heat conduction problem, and time integrated heat flux problems.1 SODDIT operates by solving the generalized equation heat conduction equation  EMBED Equation.DSMT4  Equation 1: Heat Conduction Problem which can be interpreted with the following figure.  SHAPE \* MERGEFORMAT  Figure 4.1: SODDIT Equation Visualization The heating data obtained from an iteration between the aero-thermal code and SODDIT generates a time history of heat flux ( EMBED Equation.DSMT4 ). Using this methodology the heating input can be analyzed directly in SODDIT by setting Ch = 0, aw = 1.0, and ew = 0 3. Ch is the conductivity, aw the absortivity, and ew the emissitivity of the material on the outer surface of the TPS. This methodology was utilized in all TPS analyses. SODDIT can also analyze heat flux problems involving ablation. Ablation is the vaporization of a material exposed to heat. When used properly, ablation can be useful in the design of a TPS. The vaporization of an ablator is an endothermic reaction, i.e. it needs energy input to proceed. A proper ablator will absorb the heat flux incident to its surface and vaporize at a rate proportional to the magnitude of the heat flux. The heat is carried away with the vaporized material, increasing the effectiveness of the TPS. The vaporization leads to a thinning of the ablator and an upper limit on the amount of heat it can absorb. SODDIT will model the ablation process, and it ends a simulation when the ablator has reached a user specified percentage of its original thickness. Using SODDIT: SODDIT is a file driven program. The user must successfully generate a .inp file that has all the information SODDIT uses to perform its analysis. 10 blocks of data must be properly formatted and present in the file. A breakdown is presented below. BlockData Type1Control Flags2Title or heading characters3Print intervals, print times for results4General problem constraints5Material property data6Initial temp. distribution, node and element data7Boundary condition for front face8Boundary condition for back face9Enthalpy of boundary layer gas10Energy generation rate constants Table 4.1: SODDIT Input Data Block 1 is a vector of control flags. For the know heat flux/ablation problem the following flags are set. FlagValue and Purpose40 ( No Ablation, 3 ( Ablation51 ( Output .plt file for supplementary data161 ( Use SI Units for problem Table 4.2: Block 1 Control Flags Block 2 is simply a header that is printed repeatedly in the _plt file generated by SODDIT. Block 3 specifies the print intervals and maximum print time for the _plt file. Block 4 contains the general problem constraints, including minimum and maximum computational time steps, the Stefan-Boltzmann constant, and the percentage of the ablator allowed to ablate before ending the simulation. Block 5 contains the material property data for each layer of the TPS. The material data utilized were found from either the TPSX website4 or the Thermal Protection Materials5 manual provided by S.P. Schneider. Block 6 contains the node and element data of the TPS. An initial temperature distribution of 200O K was assumed to be constant through the TPS. As the MAGAT vehicle will be in deep space for several months before its encounter with Mars, this assumption is reasonable. Assuming a constant temperature distribution allows SODDIT to initialize the problem geometry itself. Thus the only inputs required are the thickness of each TPS layer, and the number of nodes present. Block 7 is composed of the time history of the heating used in the problem. As mentioned before, the only input required for the MAGAT analysis is the heat flux as a function of time ( EMBED Equation.DSMT4 ). Block 8 is the inner wall boundary condition. To produce a more conservative analysis a perfectly insulated inner wall boundary condition is generated. Although this assumption may not reflect physical reality (heat WILL conduct from the TPS to the underlying structure), modeling the interaction between the TPS and the structure is beyond the scope of this analysis and the SODDIT code. Finally blocks 9 and 10 are not required in this analysis, and are left out of the _inp file. Using MATLAB & SODDIT: The .inp file required by SODDIT is prohibitively large to generate by hand for every analysis desired, therefore MATLAB was used to dynamically generate the .inp file to run SODDIT. The heart of this file generation is mysoddit.m. mysoddit.m generates the .inp file, executes SODDIT, and returns pertinent data. mysoddit.m calls subroutines from write_block_1.m to write_block_8.m to actually write the block data to the .inp file.  SHAPE \* MERGEFORMAT  Figure 4.2: SODDIT/MATLAB Program Flow Control Figure 4.2 is a visualization of the program data flow. After the generation of the .inp file, SODDIT is executed via a BSH script. The data returned from SODDIT, in the form of the _plt.txt file, is parsed via the get_plt_data.m function. The temperature history, thickness history (in the case of an ablator), and the maximum time is returned to mysoddit.m, which then further filters the data for the desired values of maximum inner wall temperature and maximum simulation time. Before mysoddit.m is called, the user must first define a TPS by creating a structure in MATLAB, with the following syntax.  SHAPE \* MERGEFORMAT  Figure 4.3: Example TPS Syntax The structure defines each material present in the TPS. Name is the filename of the material (the files referenced by name should be able to be copied and pasted directly into the .inp file), thickness indicates the layer thickness in meters, nodes is the number of nodes SODDIT should generate for the layer, ablator if a flag indicating if the layer is an ablator, and mult is a factor by which the layer should be scaled. It would be conducive to the analysis to easy be able to change the thickness of the TPS. With this in mind a scaling regime was created that obeys the following relationship.  EMBED Equation.DSMT4 . Equation 4.2: Scaling Regime Equation 4.2 is the scaling regime, in which t0 and mult are the values defined in the material structure, and scale is a value passed to mysoddit.m. During each execution of mysoddit.m the thickness for each jth layer actually passed to SODDIT would be tj in Equation 2. Also t0j is the thickness defined in the material structure, where multj is defined also. Finally scale is a single value passed to mysoddit.m to scale the material by. Currently multj is used only as a flag (i.e. taking values of 0 or 1 only) to indicate if the jth material should be scaled or not, but a more complicated scaling regime could be implemented by allowing the variable to take on non integer values. The output of mysoddit.m consists of the maximum temperature of the inner wall of the TPS and the maximum time reached in the simulation. Additional information is available by inspecting the output files created by SODDIT after each execution of mysoddit.m. The maximum time value is significant because its value should be equal to the maximum time of the .qw ( EMBED Equation.DSMT4 ) file generated by the aero thermal code. If this is not the case, it indicates that the TPS ablated away before the end of the simulation, which is not desired. The user is cautioned to only use data from which the entire simulation time has been completed. TPS Methodology: The purpose of the TPS is to maintain a temperature boundary condition on its inner surface. The boundary condition for the MAGAT vehicle is 4000 F, or 477.590 K.6 This boundary condition was dictated by the maximum temperature under load of the graphite-epoxy composite used for the aeroshell. Ideally this should be achieved with a minimum weight solution. Minimum weight is desirable because of the costs associated with launching material into space (the oft quoted $10K/lb), the fact that a lighter vehicle leads to more control authority, and the less mass of the mass budget attributed to the TPS allows more useful mass (scientific instruments) to be incorporated into the vehicle. The EMBED Equation.DSMT4 varies over the surface of the vehicle, and thusly the TPS composition and thickness should also. In the shadowed areas of the craft a single layer of insulation should suffice. However on the windward surfaces, an ablative TPS would most likely provide the least weight design. Finally, to achieve the desired L/D ratio of 5 the nose radius of the MAGAT vehicle will be small (on the order of 1 cm diameter). The only materials designed to survive the heat loading on the nose of the MAGAT vehicle will be ultra high temperature ceramics (UTHC). Note a thorough analysis of the UHTC nose will not be able to be performed. UTHC operate by conducting heat away from the material and spreading it to the rest of the spacecraft. To model this, a geometrical mesh of the vehicles nose structure and the vehicle immediately aft the nose would be required and high resolution heating data also be available. This cannot be modeled appropriately with SODDIT or the lump sum heating method available in the aero-thermal code. The lump sum method provides the best approximation, and is the method used for this analysis. For the rest of the spacecraft the TPS composition will be analyzed, and a thickness will be calculated to meet the inner wall temperature boundary condition. Trend Check & Test Case: SODDIT has proven to be a useful tool to analyze heat flux for previous semesters of AAE450. Most notably D. Landau used SODDIT to design the TPS for a Mars aero capture vehicle.7 D Landaus analysis included a graphite ablator. However his ablative TPS design never reached the temperature of ablation, making his analysis a plain one-dimensional heat flux problem. Thus SODDIT has been validated for one-dimensional heat flux analysis (which will not be repeated in this report), but not ablation analysis. To check the ablation analysis two ablating TPSs of equal depth will be exposed to the same heat flux. The ablators will have different physical attributes (most notably heat of formation and thermal conductivity) which will affect their performance. Ultimately the results from SODDIT will need to match the trends expected from a physical interpretation. The two TPS configurations are shown below, and Table 4.3 lists important physical characteristics.  SHAPE \* MERGEFORMAT Figure 4.4: TPS Comparison Physical CharacteristicTeflonSLA-561VAblation Temp (0K)822588Heat of Formation (J/kg)2.19e65.41e7Conductivity (W/(m0K))H"3H" .2Table 4.3: Physical Constants of Ablators8 Several trends should be observable in the SODDIT data. The most obvious is that the SLA-561V ablator should begin ablating at a lower temperature than the Teflon. Second the heat of formation of SLA-561V is an order of magnitude greater than the Teflon. From this one could conclude that the SLA-561V will ablate LESS material away than the Teflon. Finally note that the SLA-561V has a thermal conductivity an order of magnitude less than the Teflon, this will result in less heat being conducted into the second AETB layer of the TPS.  Figure 4.5: Temperature History Comparison  Figure 4.6: Ablation Depth Comparison In Figure 4.5 note the difference in the outer wall temperatures and the fact that they correspond with each respective temperature of ablation. Also note that the temperature at the ablator-AETB boundary is much higher with the Teflon ablator than that of the SLA-561V ablator. Finally notice that the Teflon ablator ablates two times the amount of material that the SLA-561V ablates. The results from SODDIT match the expected results from a physical interpretation. After validating the code, a test case (using the SLA-561V ablator) was run to minimize the thickness of the TPS to meet the 4770 K inner wall boundary condition. The initial TPS is shown below.  SHAPE \* MERGEFORMAT  Figure 4.7: TPS Test Case The scale variable was swept from a value of -.5 to .5. Each material in the TPS had a mult variable as seen in Figure 4.2. The maximum temperature of the inner surface was recorded for each iteration and the result is shown below.  Figure 4.8: TPS Thickness Minimization Test Case The desired value of scale is the value that fulfills the mission duration (600 s) and produces a temperature less than or equal to 4770 K. In this example the temperature never exceeded 3150 K, so the minimum value of scale is the value that fulfills the mission duration, that is scale = -.42. Using Equation 4.2 the final TPS distribution is as follows:  SHAPE \* MERGEFORMAT  Figure 4.9: Minimized TPS Thickness The original TPS has an areal density of 37.83 kg/m2, whereas the minimized TPS has a density of 29.2 kg/m2. This is a weight savings of 23% over the reference design. To achieve even more mass savings further optimizations could include further reducing the thickness of the AETB or graphite-epoxy layers. Material Selection: With the wealth of material data available for the TPS design a significant challenge was simply narrowing the number of prospective materials to a reasonable number. To facilitate this process, a survey of past missions and the materials used for their respective TPS was undertaken. Due to the fact that the MAGAT vehicle will be traveling to Mars, of a particular interest were the TPS materials used in past Mars missions. This search was primarily undertaken via the Internet, largely due to the large amounts of mission information made available by NASA to the public via the World Wide Web. Early in the search, one material seemed to be a constant in every Mars mission. This material was the SLA-561V ablator. SLA-561V was developed by Lockheed Martin for the Viking missions of the 1970s. SLA-561V is a low density, low conductivity ablative material with a high heat of formation. It is made of elastomeric silicone with corkwood filler. Due to its superior properties, SLA-561V is still in use today. SLA-561V is found on the nose of the Space Shuttle external fuel tank, underneath the foam insulation. Additionally the several recent Mars missions that include atmospheric entry use SLA-561V for their heat-shields. These missions include the successful Pathfinder mission of 1999, the very unsuccessful Mars Polar Lander mission of the same year, and the Mars Exploration Rover mission which is scheduled to land on Mars in January 2004. Also SLA-561V has been chosen as the TPS material for the sample return vehicle of the Stardust mission, which is currently en route to its rendezvous with the comet Wild 2 in January 2004. With the proven use of SLA-561V as an ablative TPS material, and its proven use in a plethora of missions, SLA-561V was chosen to be the primary TPS material used on the MAGAT spacecraft. Trade Studies: Three trade studies were performed with the validated SODDIT/MATLAB code package. These trade studies involved the comparison of the SLA-561V ablator with a non-ablative TPS, and an ablator with different physical properties. The non-ablative TPS material chosen was AETB. AETB was chosen because of its proven use on the space shuttle as a material able to provide protection from long duration entries with high heat flux. The alternate ablative material chosen as a comparison was Avcoat-5026 H/CG. Avcoat was developed for and used by the Apollo program for the heat shield of the Apollo capsules.  SHAPE \* MERGEFORMAT  Figure 4.10: Trade Study TPS Materials AETBSLA-561VAvcoatCp (J*K*kg^-1)1.1858E+031.1723E+032.4074E+03Conductivity (W*(K*m)^-1)2.1100E-011.1963E-012.4230E-01Heat of Ablation (W/kg)Not applicable5.4100E+072.3800E+07Ablation Temp (K)Not applicable5.8800E+027.5200E+02Density (kg*m^-3)1.2815E+024.8000E+025.2860E+02 Table 4.4: Trade Study Materials & Physical Characteristics The trade study involved exposing all three materials to the same heat flux [Figure 4.A2], and minimizing the TPS thickness to meet the 4770 K inner wall boundary condition. After minimizing the thickness for each material, error checking was performed to ensure the numerical simulation was valid. In the trade study involving AETB, this involved checking that in no point during the simulation was the maximum allowable temperature of AETB (1699.85 OK) exceeded. For the two ablators, an alternative check was necessary. If at any time the temperature within the ablative TPS (as in, not at the outer surface) exceeds the ablation temperature of the material, SODDIT automatically ends the simulation at that point. This will result in a maximum time value that does not match the duration of the heating file. The point of TPS design is to provide a minimum weight solution that will meet the boundary condition dictated by the material used for the aeroshell. Cost, ease of production, ability to withstand dynamic loads, stability during long mission durations, and even re-use were not parameters relevant to this analysis, but would be issues in the design of an actual aero gravity assist spacecraft. Additionally note that this trade study ignores heat flux associated with the stagnation point, as the UTHC nose will be analyzed using the lump-sum method in the aero-thermal code, and does not change in the trade study. As this trade study is a dry run for the final TPS design, the TPS thickness will be calculated for the entire windward surface of the MAGAT vehicle, not a single heating point as done in the code validation analysis. For the trade studies the TPS design has been simplified considerably. In Figure 8 note that the inner wall temperature never exceeds the 477O K boundary condition, due to the AETB insulation layer. Therefore the AETB insulation layer has been deemed unnecessary, and removed. In practice ablative TPS aeroshells are composed of a structural honeycomb to provide shear strength and structural robustness, then filled in (and over) with the ablating material to provide the thermal protection desired. This cannot be modeled with SODDIT, and thus has been ignored. Also the resultant density increase from the structural component of the TPS is left for a more detailed analysis. Due to these simplifications, the graphite-epoxy layer, which originally represented the structural component of the TPS, has also been excluded from any further investigations. Thus the resulting trade studies will be performed on a single layer of each respective TPS material.  SHAPE \* MERGEFORMAT  Figure 4.11: Aeroheating Data Points Figure 4.9 gives a graphic representation of the points on the vehicle where the heating rates were obtained. Note the emphasis on obtaining the heating rates nearest the stagnation point. A plot of the heating rates can be found in Figure 4.A2 in the TPS section of the Appendix. AETB was the first TPS material analyzed, and the resulting inner wall temperatures are shown below.  Figure 4.12: AETB Inner Wall Temperatures The TPS thickness is chosen by its intersection with the 477O K boundary condition. Observing Figure 4.10, the AETB thicknesses range from 4.6 cm at the flap to almost 9 cm near the stagnation point. Exact thicknesses will be presented later. The next material analyzed was the Avcoat ablator. After running, the validity check involving the time of simulation must first be performed.  Figure 4.13: Avcoat Time of Simulation After performing the check, the valid range of thicknesses lies in between .6 cm and 3.6 cm for the Avcoat ablator.  Figure 4.14: Avcoat Inner Wall Temperatures Figure 4.14 shows the inner wall temperatures, and their intersection with the boundary condition. Knowing that the temperature values beyond 3.6 are invalid allows to 2nd intersection with the boundary condition for the 2nd heating point be ignored. The final TPS material studied was the SLA-561V ablator.  Figure 4.15: SLA-561V Time of Simulation The SLA-561V thicknesses that are valid lie above 3.8 cm.  Figure 4.16: SLA-561V Inner Wall Temperatures Figure 4.16 displays the inner wall temperature at the end of the simulation for each heating point. In comparison to Figure 4.14, note the intersections are approximately .2 cm less than that of the Avcoat ablator. After running each case to obtain a rough estimate of the intersection, a more accurate measurement of the TPS thickness was made via the MATLAB function fminsearch. The following graph shows the resulting thickness.  Figure 4.17: Trade Study TPS Thicknesses (cm) Material#2#3#4#5#6#7#8#9#10AETB8.94887.93426.88446.18815.68585.3014.99464.74274.532SLA-561V0.83190.74810.71150.69190.67940.6690.66220.65630.6512Avcoat1.03670.93340.88550.85790.8390.8240.81220.80210.7927Table 4.5: Trade Study TPS Thicknesses (cm) The most notable disparity is the thickness difference between the non-ablative material and the ablative material. Ablators work by utilizing the heat incident to the surface to force an endothermic reaction in the ablative material (known as charring). This reaction effectively absorbs the heat incident to the TPS surface, whereas in a non-ablative material the heat will conduct downward through the material. The reaction occurs at the temperature of ablation for each respective material. So the effect is twofold; first the heat is effectively absorbed at the material surface, and second the outer layer of the ablator is held constant at the temperature of ablation. These two effects result in much lower temperatures on the inner wall of the TPS. A traditional insulating material does not have the benefit of the charring reaction; it is entirely dependant on the low heat conductivity of the material. The shuttle was designed with a non-ablative TPS because it was meant to be totally re-usable. In practice this never turned out to be true; it takes thousands of man hours to inspect and replace approximately 10% of the shuttles tiles after each flight. For a non-reusable vehicle, using an ablative TPS is the least weight, and thus optimal solution to the design problem. After the minimization of the TPS thickness for each heating point, a mass was calculated for the TPS on the windward side of the vehicle. Note that thickness of the SLA-561V and Avcoat ablators remains within 20% of their maximum values. Using this information the TPS thickness was assumed to be constant (with a value of the maximum thickness at the 2nd heating point) over the entire lower surface. For the AETB two representative thicknesses were chosen, 8.94 cm for the fore half of the vehicle, and 5.31 cm for the aft half of the vehicle. A table summarizes the resulting masses. AETBSLA-561VAvcoatMass (kg)1080.419376.202516.2848 Table 4.6: Trade Study TPS Masses Table 4.6 shows clearly the advantage of using an ablative TPS material, and SLA-561V in particular. SLA-561V has a 187% and 38% mass advantage over AETB and Avcoat, respectively. Note that these masses include a 25% thickness (with respect to the windward side) of TPS on the leeward side of the vehicle. Also the vehicle had a length of 20 m, and a half angle of 2O. Ultimately the trade study validated the choice of SLA-561V as the TPS material for the MAGAT vehicle. What follows is the final TPS configuration for a long duration flight during the Mars aero-gravity assist maneuver. Finalized Vehicle TPS Design: Over the course of the analysis several conclusions have been reached. First an ablative TPS is the minimum weight solution to this design study. Second SLA-561V gives an advantage due to its high heat of formation and low thermal conductivity over other ablative materials. Third the heat flux rates at the stagnation point of the MAGAT vehicle are so high only a UHTC material will be able to provide the aerodynamic shape (i.e. the small nose radius of 1 cm) over the course of the mission. At this point in the analysis long duration flights with a controller have to be considered. The resulting heat flux data is not conducive to analysis in SODDIT.  Figure 4.18: Heat Flux & Controller Discontinuities First note that the data has negative heat flux values removed by setting them to 0. SODDIT does not return valid data if the outer surface of the ablator material rises above, then falls below the ablation temperature. Negative heat flux values make this occur very often, and had to be removed. Also note the discontinuities in the heat flux due to the change in angle of attack when the vehicle is subject to control. This type of data tends to impact SODDIT negatively also. A method had to be devised to smooth, or filter the heat flux data into a form usable by SODDIT. Note from visual inspection that the data has a gaussian shape. This leads to fitting the data with a gaussian regression. MATALAB is ideally suitable to this, and the resulting heat flux data is shown below.  Figure 4.19: Gaussian Regression Heating Data The gaussian regression results in a heat flux with the same total heat (i.e. time integral of the heat flux) as the unfit data. Although this may be somewhat an exercise in jury rigging the data, it is necessary for the analysis to be performed with the tools made available, i.e. SODDIT.  Figure 4.20: Inner Wall Temperatures for Gaussian Fit Heating Data After processing via SODDIT Figure 4.20 shows the resulting inner wall temperatures. As done in the trade study, fminsearch was used to find precise TPS thicknesses for each heating data point. The result is as following: #2#3#4#5#6#7#8#9#100.9359380.8546880.8242190.8031250.7898440.781250.7734380.7671880.7625Table 4.7: Finalized TPS Thickness (cm) After finding the TPS thickness for each heating data point SODDIT was run a final time to obtain the ablation characteristics of the mission.  Figure 4.21: Ablation Depth Note that the TPS found nearest the stagnation point ablated approximately .4 cm of TPS, whereas the flap only ablated .06 cm of material away. Also obtained from SODDIT were the temperatures at the inner and outer TPS surfaces.  Figure 4.22: Inner Wall Temperatures The inner wall temperatures exactly meet the 477 OK boundary condition at the end of the mission.  Figure 4.23: Outer Wall Temperatures Note in Figure 4.23 the outer surface of the TPS quickly rises to the ablation temperature and remains constant throughout the mission duration. The final step in constructing the TPS is the analysis of the UHTC nose. As mentioned before, this was done via the lump-sum heating model found in the aero-thermal code. The only significant result from this analysis is the temperature of the UHTC nose as a function of time.  Figure 4.24: UHTC Nose Temperature The maximum temperature of the UHTC nose exceeds the maximum allowable temperature of publicly available data concerning UHTC materials. The maximum temperature commonly cited is around 2400 OK. Taking into consideration that the analysis model does not simulate the most important physical process involving UHTC leading edges, that is the heat flux from the edge to the rest of the craft; the analysis model can be considered as overly conservative. The only real conclusion that can be drawn from the data is that a more complex model, one able to simulate the heat flow to the rest of the aeroshell, is required to make an actual judgment on the ability to utilize an UHTC material to provide the small nose radius required for the MAGAT vehicle. The final step of the TPS analysis is finding the mass of the system. As done in the trade study, the thickness at the 2nd heating point is chosen to be the TPS thickness on the windward side of the MAGAT vehicle. This thickness was .935938 cm. The TPS thickness on the lee side of the aircraft was 25% of the windward side. Also included in the final mass calculation is the mass of the UHTC nose. Windward SideUpper SideNoseTotalMass (kg)300.9675.24041.61377.8104Table 4.8: Finalized TPS Mass Analysis Limitations and Possible Improvements: The analysis presented in this paper can only be considered as preliminary. Any conclusions made can be thought of order of magnitude estimates, at best. The code utilized, SODDIT, is a legacy code not specifically designed to perform the ablation analysis utilized so heavily. Specific weaknesses include the lack of being able to analyze heat soak with ablative TPS materials, the lack of being able to use negative heat flux with ablative TPS materials, the lack of being able to model the nose-body heat flow interaction with the UHTC nose, and the problem domain being restricted to 1-D analysis. These faults mostly have to do with the limitations of SODDIT as an analysis tool for ablative TPS materials. For regular 1-D heat flux problem SODDIT is certainly adequate for the needs of AAE450, but for ablation there are many weaknesses. The problems with analyzing heat soak have to do with the numerical limitations of SODDIT. Once the ablative temperature of a TPS material has been reached, falling below this temperature leads to non-sensical data (i.e. node locations beyond the outer surface of the TPS), therefore the heat flux file used to run SODDIT must not lead to these events occurring. A possible hack could include ending a simulation when the temperature of the TPS material is about to fall back below the ablation temperature, then re-initializing SODDIT, but calling the material non-ablative. Another problem arises when nodes below the surface of the TPS reach the ablation temperature, again non-sensical data is the result, and the analysis is useless. The recommendation would be to migrate to a more appropriate code, one written for ablation analysis. Due to the international flavor of the AAE student base, and current ITAR restrictions on technology involving hypersonic and entry vehicles, procuring a better code may not be possible. The author hopes the work done integrating MATLAB as a front end to SODDIT may allow workarounds to be found by future students in AAE450. Other possibilities could include opening the SODDIT source to be improved by students. Finally data involving UHTC materials is difficult to attain. The density/conductivity values used in the lump-sum models were estimates obtained from the ceramic material section of the TPSX Website, as the UHTC data was only given to members with restricted access. Finally SODDIT was not validated completely for ablation analysis. Although the code has been in existence since 1972, and several papers given on its ablation results, it has not been validated in world of AAE450. A trend check matched the expected trends from a physical interpretation of the material properties, but this does not completely vet the code. Future semesters may find further validation tests useful as a basis for their method reports. References: 1) Blackwell, B. F., Douglass, R. W., and Wolf, H., A Users Manual for the Sandia One-Dimensional Direct and Inverse Thermal (SODDIT) Code, Sandia National Laboratories, Sandia Report SAND85 2478 * UC 32, May 1987. pg 3 2) Scheider, S.P., heatflux.f, Purdue University, Sept 2003 3) Blackwell, B. F., Douglass, R. W., and Wolf, H., A Users Manual for the Sandia One-Dimensional Direct and Inverse Thermal (SODDIT) Code, Sandia National Laboratories, Sandia Report SAND85 2478 * UC 32, May 1987. pg 12 4) Hartleib, G., TPSX Materials Properties Database, NASA,  HYPERLINK "http://tpsx.arc.nasa.gov/" http://tpsx.arc.nasa.gov/ 5) Williams, S.D., Curry, D.M., Thermal Protection Materials: Thermophysical Property Data, NASA, December 1992 6) Hexcel Corp. The Basics of Bonded Sandwich Construction, HRH-327-2, Hexcel Corp, Sept 2003 7) Landau, D. Thermal Protection System, Purdue University, December 2001 8) Hartleib, G., TPSX Materials Properties Database, NASA,  HYPERLINK "http://tpsx.arc.nasa.gov/" http://tpsx.arc.nasa.gov/ .m file NameShort DescriptionMysoddit.mMake .inp file, call SODDIT, get resultsSoddit_control.mStart here, define TPS and scale valuesSoddit_between.mSweep the scale values, return T_max, Time_MaxSoddit_solveSolve for scale valueSoddit_fsolveReturn differenceWrite_block_1.mWrites block 1 data to .inp fileWrite_block_2.mWrites block 3 data to .inp fileWrite_block_3.mWrites block 3 data to .inp fileWrite_block_4.mWrites block 4 data to .inp fileWrite_block_5.mWrites block 5 data to .inp fileWrite_block_6.mWrites block 6 data to .inp fileWrite_block_7.mWrites block 7 data to .inp fileWrite_block_8.mWrites block 8 data to .inp fileFcopy.mCopies one file and appends to anotherFindline.mFinds given line in a file and moves file pointer to that locationCreate_script.mCreates BSH script to run SODDITGet_plt_data.mGet data from _plt fileSLA-561V.mSODDIT data for SLA-561V AblatorTeflon-Ablate.mSODDIT data for SLA-561V AblatorAETB.mSODDIT data for AETB insulatorPlot_results.mPlot output from soddit_controlAvcoat.mSODDIT data for AvcoatGraphite-Non.mSODDIT data for graphite-expoyTable 4.9: Matlab codes used to run SODDIT Structures Introduction The structures team was tasked with designing a preliminary set of potential vehicle structural designs. Each design represents one of many possible final vehicle structures, and was evaluated in detail. The various structural designs were then judged on a number of criteria, both structural requirements as well as requirements posed by other fields. The models herein, with one exception which is explained, were all run through the desired trajectory. The all around most successful model the model which most closely matched the RFP -- was selected as the final vehicle. The following section of this document will focus on the design constraints imposed on the vehicular structure, the details of the various designs analyzed, the methods of structural analysis and the results of the analysis of the vehicular structure. Request-For-Proposal Requirements The RFP provides for no structure-specific design requirements. All design requirements for the structures team are imposed by the Aerodynamics, Systems, Thermodynamics, and Trajectories groups. Additional constraints were imposed by the consideration of launch. A summary of the constraints imposed on the vehicular structure follows. Please reference  REF _Ref58578573 \h  \* MERGEFORMAT Figure 5.1 below with regard to shape and orientation: Launch Constraints: Considered a 5G launch acceleration upon the vehicle, aligned along the negative X-axis (fore to aft). Cost of launch based significantly upon total vehicular mass. It is important to note that complex analysis of the boost phase was not performed. As such max Q loads, transient load effects, booster harmonics etc were not performed. The launch analysis was a simple G-load analysis sufficient for showing survival of the vehicle under nominal conditions. Aerodynamics Constraints: The aerodynamic shape of the vehicle decides the external limits of the structure: the choice of a wedge-shape for flight requires a supporting structure which will fit comfortably inside the design shape while still providing room for the scientific payload and any supporting equipment. Systems/Propulsion Constraints: The vehicular structure must provide mounting points/surfaces for the transport and use of scientific and support hardware, including a propulsion system. The center-of-gravity (CG) of the structural system, combined with the placement of mounting-points, must be such that the vehicle as whole is dynamically stable in flight. Conditions for stability are dictated to Systems from Aerodynamics, and hard-point placement requests are then made to Structures by the Systems team. The vehicle is to make a deltaV maneuver at Jupiter in order to be captured. This deltaV was given in the RFP to be 1400 m/s. The requirement of a deltaV burn makes the structural mass of key importance as a feed-back effect occurs between structural mass and required propellant mass Trajectories Constraints: In the flight phase the vehicle sees a great amount of dynamic loading, particularly as the craft nears the minimum altitude conditions in the Martian atmosphere. The structure must support the loads created by the crafts flight past Mars. The amount of lifting force provided by a given area of lifting surface is dictated by the shape of the vehicle and the angle of attack (AOA). This implies that the amount of lifting force available at a particular AOA is limited by the shape and size of the vehicle. This in turn implies that the control effect at a given AOA is limited by the mass of the vehicle, as acceleration is related to force and mass. Thermodynamics Constraints: The flight through the atmosphere is of significant duration, and a considerable amount of the kinetic energy of the vehicle is converted into heat energy. The structure of the vehicle must be such that any heat which cannot be rejected by the thermal protection system is not sufficient to harm cause failure.  Figure 5. SEQ Figure \* ARABIC 1: General Vehicle Shape (left view) Structural Shape The general vehicle shape represented in above in  REF _Ref58578573 \h  \* MERGEFORMAT Figure 5.1 shows the location of the floors, the location of applied loads, the length of the vehicle and the half-angle. As well, the approximate desired location of the CG is shown. Analysis by Aerodynamics showed that CG would need to lie within about 10% of L/2. Preliminary conceptual analysis indicated that the largest masses would need to be placed as far forward as possible, in order to balance out the larger amount of structural mass aft of the desired CG location. The foremost hard-point was created with the intent of supporting the most massive load. This was done in the hopes of avoiding the need to use ballast to move the CG fore, as has been required in certain existing lifting-body designs.  SHAPE \* MERGEFORMAT  Figure 5. SEQ Figure \* ARABIC 2: Vehicle Cross-sectional view - aft The external boundaries of the vehicle are completely defined by only three variables: Length, Half-Angle and base width. Together these relations can be used to describe any cross section ( REF _Ref58582261 \h  \* MERGEFORMAT Figure 5.2). These constraints were passed to Structures by the Aerothermodynamics group. On the creation of the structural model in Pro Engineer 2001i the structural hard-points were linked to the length of the vehicle via relations. In Pro/E, relations are a way to define the position or size of an item relative to some other dimension, or a user declared constant. For use in the structural model the hard-points were as related to vehicle length by a scale factor.  REF _Ref58578573 \h  \* MERGEFORMAT Figure 5.1 shows these relations. Because the relations worked well in placing the CG, they were not altered from the conceptual design at any time, with the exception of the removal of a 4th hard-point which had been placed at 4/5*L, but it was found not to be needed. The surface areas of the three fore hard-points and the aft of the vehicle were found to be sufficient to hold all systems hardware and the propulsion system. System Components The RFP dictated that the MAGAT vehicle be capable of delivering a spacecraft similar in size and mass to Galileo through provided coordinates, and thus to Jupiter where the MAGAT vehicle will perform a 1400m/s JOI burn. Due to unfortunate circumstances, the Systems data was not provided to the rest of the design team in time to be of use in modeling any aspect of the MAGAT vehicle. To remedy the lack of data Structures created a simple Systems model based directly on the Galileo spacecraft, using data found in a paper titled Galileo: The Tour Guide.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 1: Galileo Systems Breakdown The MAGAT vehicle will have its own total mass, and thus its own propellant requirements for the deltaV stated in the RFP. To account for this the fuel mass (provided) was subtracted from the total mass of the Galileo spacecraft. Also provided was the mass of the science package. The remaining mass of the Galileo craft was then broken into five pieces in an attempt to model a reasonable spacecraft system ( REF _Ref58590745 \h  \* MERGEFORMAT Table 5.1, above). Had the data for individual systems aboard the Galileo been available their use would provide a better model for a real spacecraft mission. While somewhat inaccurate, one of the five pieces of the Galileo was considered to represent the propulsion system. A mass had to be chosen for the engine, as the engine is the aft-most mass placed on the vehicle and contributes significantly to the location of the CG. In addition, the true mass of the Galileo engine is not known and hence cannot be subtracted so that the engine chosen for the MAGAT vehicle may be added back in. The engine was chosen assuming low-thrust requirements, long thrust duration, and that the engine would need to be capable of restart. Research using Mark Wades Encyclopedia Astronautica led to the selection of the RD-0242M designed by the Russian company Kosberg. Data provide for the engine on the Encyclopedia Astronautica site was further referenced to company literature.  REF _Ref58590910 \h  \* MERGEFORMAT Table 5.2 shows a breakdown of the engine system data, as well as the propellants N2O4 and MMH. With luck, a similar engine with greener fuels would be available for the vehicle before a final design is created and the system flown.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 2: Engine System Breakdown The declared mass of the engine is significantly less than the mass which was stated in  REF _Ref58590745 \h  \* MERGEFORMAT Table 5.1 for the propulsion system. It was decided to use the 236kg mainly for the reason stated above: there is no way to accurately remove the Galileo engine mass from the data used. The length and diameter of the engine were only considered in passing; enough that we are confidant the engine will fit into the MAGAT vehicle but not to the degree of estimating the true CG of the system. As far as the system design is concerned the engine is a point mass lying at the aft point of the vehicle on the center-line. Materials The conceptual model utilized a Carbon-Carbon skin surrounding simple floors which spanned the entire cross-section of the vehicle in the y-z plane. Sometime shortly after the methods report was submitted it was found that limitations in modeling methods made it impossible to lower the thickness of the structural skin enough to have a reasonable vehicle weight. Additionally, the general trend of the data indicated that were it possible to reduce the skin thickness of the carbon-carbon panels the amount of internal structure (beams, spars, ribs etc) required for a successful structure would have been too difficult to model given the constraints on time. Finally, the analysis methods utilized in this report are in no way sufficient to model any form of panel, Carbon-Carbon or otherwise. The interpretation of the output data requires too many assumptions which cannot be verified, and Pro Engineer does not allow the creation of multi-density materials without the addition of the Pro Mechanica package, which is not available on ECN computers. Research for an alternate design material was initiated and completed on the MatWeb website. The MatWeb site provides a highly advanced search capability which allows the quick winnowing of less-than-desirable materials. By iteratively searching for materials with increasing tensile and compressive failure strengths the choice of structural material was quickly reduced from nearly endless to a few key materials. After the numerous design issues which arose from the selection of Carbon-Carbon, any form of panel was immediately ruled out. Unsurprisingly, most of the materials remaining in the search results after the winnowing were some derivative of titanium. There were a few forms of steel as well. It is well known that materials cost is not generally an issue with space-vehicles, as the cost of launching mass usually far exceeds any savings one may make by selecting a cheaper, heavier material. The material Ti-7Al-4Mo, SLA was selected based on its overall failure properties and its low density, as compared to the various steels with nearly the same properties.  REF _Ref58600640 \h  \* MERGEFORMAT Table 5.3 and  REF _Ref58600653 \h  \* MERGEFORMAT Table 5.4 below summarize the data used to create the Pro Engineer materials files which have been included in digital appendices.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 3: Carbon-Carbon Material Data  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 4: Titanium Ti-7Al-4Mo Material Data Pro Engineer utilizes the materials data when calculating mass properties of the vehicle: CG, total mass, and moments of inertia. The data is also required when using Pro Engineer to export a meshed structural model to Ansys readable data files. While the Carbon-Carbon data is available for various percentages of +/- 45 orientation strands the only orthotropic orientation for composites using 4 orientations (0, +/- 45, 90) in 4 layers (1 @ 45, 1 @ -45, 1 @ 0, @ 90) occurs when 50% of the strands lie at +/- 45, 25% at 0 and 25% at 90. The data from these points from the Carbon-Carbon figures are the values shown in  REF _Ref58600640 \h  \* MERGEFORMAT Table 5.3, converted to the MKS system of units. A steady state temperature limit of 150C (400F) was imposed upon the TPS group. This value was based material HRH-327 a carbon-carbon panel offered by Hexcel Corporation. Hexcel Corporate data sheets claim an allowable steady state (extended duration in the literature) temperature limit of 260C (500F), with transients up to 370C (700F). Subsequent material change to titanium was assumed to be able to handle this temperature limit as time constraints did not allow for a detailed thermal analysis. Additionally the assumed most significant load occurs at launch, when the temperature of the vehicle would not be elevated. Assumptions in the model Accurate modeling of a space-worthy structure is not a task an individual could reasonably be expected to accomplish in the course of a decade, let alone only working part time over the duration of a single semester. This held firmly in mind, many shortcuts and assumptions were made in the construction of the model (and for future models, as the design is not fixed) in order to bring the problem down to a magnitude which may reasonably be solved. It is the intent that no assumption or combination of assumptions lead to an unreasonable structure. However, it is only through sanity checks, not detailed design verification, by which the model is to be confirmed reasonable. Sanity checks such as: Mass increases on addition of structural components Mass increases on addition of new loadings Mass is reasonable given the density of the material and volume in question. Originally it was discussed in class that no ribs and/or struts were to be used, as they would be too difficult to model. It was also stated that the model should predict a mass which is within about 20% of the real value. The former was discarded in that the latter was the driving consideration, and with no spars the 20% mass accuracy would likely not be met. Modeling the Structure Pro Engineer was utilized to define the model shape, including all floors, ribs and spars. There are a number of quick ways of editing models in Pro Engineer to create a desired geometry from a few simple parameters. These methods are also somewhat prone to failure more accurately, these methods can be very input-sensitive. As it turns out, the geometry file which was created to automatically update for the MAGAT structural model fails for skin thicknesses less than 1cm, due to tight corners at the nose of the vehicle Pro Engineer (version 2001i) has some built-in FEA capability. With Pro Mechanica (which is not available) all the FEA could be modeled within Pro Engineer. However, due to installation issues, or some-such, Pro Mechanica is not found, even though Purdue does own licenses for it. As a standalone program, Pro Engineer allows the creation of geometric models, the addition of loads, constraints, the ability to create shell elements (faster modeling time than true 3D solid models), and will mesh all of these data. Of course, all this would be worthless if it could not be somehow used, which is where the capability to export into an Ansys script file is such a great boon to 450 this semester. Pro Engineer can model a number of different of loads from point mass application to equation based surface loadings. The only loading model utilized in this model was the surface load. Surface loads offer multiple distribution models: given a particular load (say, 100 N) one may model the load as either a uniform distribution, as a function of coordinates, or as an edge load where the load is applied uniformly around a selected edge. Because true size and shape of system components is not known, uniform distribution were used. This averaged the applied force over the selected entire area, giving an admittedly best-case scenario. Once the Pro Engineer model has been created and the loads applied the meshing tools is run, and the requested mesh is applied to the shape. At this point a few aspects of the mesh must be verified. Most importantly, the mesh must cover all portions of the model. It is possible, using mid-surface shell elements, to create a mesh on a vehicle and have large portions of the vehicle not mesh and not get an error! Visual verification is a must for models with hidden surfaces.  REF _Ref58602997 \h  \* MERGEFORMAT Figure 5.3 shows a cut-away view of the meshed reference vehicle. The inside wall of the vehicle as well as the floors can be seen here, meshed appropriately.  Figure 5. SEQ Figure \* ARABIC 3: Visual mesh verification in ProE The simulation of choice has been Eigen-Buckling analysis. While not as accurate for general geometries as some other methods (such as non-linear analysis) this analysis is quick to run and will give results which are to be considered accurate enough for this preliminary analysis. Conceptual Vehicle The original design concept was created near the beginning of the semester, and was used with minor tweaking all the way through the Methods report. The shape of the vehicle was decided by Aerothermodynamics. The defining dimensions of the vehicle are shown in  REF _Ref58612371 \h  \* MERGEFORMAT Table 5.5 below.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 5: Conceptual Vehicle Size and Mass Properties. The concept vehicle follows the shape described in the Structural Shape section, and uses one centimeter thick Carbon-Carbon shell surrounding the vehicle as the main structural support. Attempts to lower the thickness of the vehicle much below one cm were unsuccessful due to the methods chosen to model the system.  Figure 5. SEQ Figure \* ARABIC 4: Pro Engineer representation of Concept Vehicle Note that the concept vehicle structural mass is 42% of the mass of the whole vehicle. While it is true that there is much more interior volume than is required to simply hold the systems components, a 42% mass fraction is still not acceptable. Sadly it is the case that, given the modeling limitations discussed, this is close to the optimized mass for this structural model. Later analysis by Aerothermodynamics, as well as Trajectories code runs indicated that a vehicle with an 8 degree half angle would not have a sufficient lift to drag ratio to meet the RFP, and the requirements shifted to a maximum of 4 degree half-angle. Attempting to model this lower half-angle resulted in yet another modeling conflict in Pro Engineer. These errors were the driving force behind the switch from a Carbon-Carbon shell structure to a Titanium beam model. While a thinner external shell combined with increased internal supports would possibly a have created a more robust system, there is no avoiding the significant inaccuracies in modeling a panel as a solid.  REF _Ref58614773 \h  \* MERGEFORMAT Figure 5.5 below shows an Ansys output for the first Eigen value of an Eigen Buckling analysis. The legend indicates the values of stress, in Pascal. This vehicle has a factor of safety of 3.247 in buckling in this mode (indicated by the value of fact on the upper left of the figure), yet fails in stress by what seems to be a factor of almost two at a location near the aft of the vehicle.  Figure 5. SEQ Figure \* ARABIC 5: Ansys results for conceptual model, first Eigen value. The point that the vehicle fails is significant, however the failure is worse than the factor of two mentioned. Any form of panel is considerably weaker in the out of plane direction. The peak stress shown in  REF _Ref58614773 \h  \* MERGEFORMAT Figure 5.5 is a combination of in-plane and out of plane stresses, and hides the fact that the out of plane stress is not two but nearer to ten times the failure stress for a Carbon-Carbon panel. Analysis methods for panels were simply too complex to deal with other than through visual observation. In hindsight panels should not have been considered for this project. It is worth noting in passing that a quick analysis of a titanium shell was done, with results indicating a mass significantly higher than those of the Carbon-Carbon model. A logical conclusion, as the thickness of the shell was constrained by the errors, and the density of titanium is about four times that of the Carbon-Carbon material. Trade studies Four structural configurations were modeled in addition to the included conceptual model. As mentioned, the original configuration utilizing a structural skin was ruled infeasible due to weight and modeling considerations. It is included here for comparisons sake, but was not run as a trade by trajectories as the following four models were.  EMBED Excel.Sheet.8  Table 5.6: Trade Studies Breakdown Model 1 is the only shell model. While it is not a fair comparison to show the Carbon-Carbon shell against the beam structure of the titanium, time did not allow for a more detailed analysis of the carbon in the alternate form and as mentioned Structures questions the validity of the results of all of the panel data. Model 2 was created after Aerothermodynamics changed the half-angle requirement to a maximum of 4 degrees; however a comparison against the conceptual model was desired. The magnitude of the mass difference is quite surprising. Lighter by a factor of nearly three, the position of the structural CG changed by a tiny fraction of a percent. However, due to the decreased mass of propellant required for the deltaV maneuver the lighter system wont doesnt meet requirements for CG! An unexpected result of a lighter vehicle. By the time model two was completed trajectories had run a few cases with a longer vehicle which indicated that the longer, thinner vehicles tended to come closer to meeting the design requirements. This drove the modeling of cases 3, 4 and 5. The combination of increased length and decreased half-angle decreased the effect of Structural CG on the overall system CG and in fact moved the structural CG fore of the midline of the vehicle (see  REF _Ref58578573 \h  \* MERGEFORMAT Figure 5.1). The decision to move to a 20 meter long vehicle prompted the Structures team to revaluate the shape of the vehicle somewhat. It was realized that modeling a true 20 meter model in Pro Engineer and Ansys, after the fashion of the 10 meter models, was not technically correct, as it is not Structures responsibility to model the frontal TPS nose. Additionally, beyond the very front floor, the structure only exists to support said nose, which was assumed to not be a significant load (as compared to the oxidizer load on the first hard-point). These considerations led to the trimming of the fore 2 meters of the structural model. These will be referred to as 20-meter models, as there is assumed to be lifting surface fore of the front most plate shown on the 18-meter long structural models. All three of the 20 meter cases models 3, 4 and 5 were run to completion by the trajectories group, and are discussed in the Trajectories section. The trajectories code output is the only place where the team could truly see if the design being modeled was a good model or not. Because no shape was found that truly met the RFP requirements, the vehicle which came the closest to doing so was chosen. This was model 4, the 20 meter long vehicle with the 2 degree half-angle and 3 meter base, and its structural model is discussed in detail below. Final Vehicle selection While the design methods were no different between models which were not chosen and the final vehicle, a walk-through explanation of the analysis of the final vehicle offers a deeper understanding of the final vehicle. To begin the Pro Engineer structural model was adjusted from the base version to have a length of 18 meters, a half-angle of 2 degrees and a base-width of 3 meters. Utilizing the Pro Engineer Model Analysis function, the relevant mass properties of the vehicle structural mass, and Center of gravity location were retrieved and entered into an excel spreadsheet ( REF _Ref58625491 \h  \* MERGEFORMAT Table 5.6 below). The systems spreadsheet was programmed to find the total required propellant mass via the rocket equation, and from the total propellant mass and the known O to F ratio and densities calculated the individual masses for both fuel and oxidizer.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 6: Systems Calculations The external surface area of the vehicle (a thin shell which would surround all of the floors shown in  REF _Ref58625653 \h  \* MERGEFORMAT  Figure 5.6) was calculated via Pro Engineer by creating a solid model with the same shape and dimensions as the final model and using the area calculation tool on the flat area of the bottom and upon one of the half-cones. These areas were utilized along with the TPS thickness and density provided by the TPS group in order to calculate the mass of the TPS system. Time constraints did not allow the Structures group to include the Ultra-High Temperature Ceramic nose in the Systems model. Another issue with thickness was found which created a time conflict. This time the structural plates modeling the hard-points could not be made any thinner than 0.003 meters, and the thickness of the tubes modeling the support columns could be made no thinner than -0.0025 meters thick. A correction was found at the last minute which allowed the structure to be analyzed in slightly more detail down to a more accurate failure condition; however the results could not be delivered to the other groups in time for a more accurate overall final vehicle. Nor were the results from the optimized vehicle iterated back into the Systems model. Once the fix was found the Pro Engineer dimensions were simply modified until the structural model reached factor of safety limits on analysis in Ansys.  EMBED Excel.Sheet.8  Table 5. SEQ Table \* ARABIC 7: Mass Placement and Force Calculations As a side note for future users of Pro Engineer who may be reading this, the fix required to model the thinner shapes is to go into the set-up menu and select and increase accuracy to the maximum that Pro Engineer allows.  SHAPE \* MERGEFORMAT  Figure 5. SEQ Figure \* ARABIC 6: Final Vehicle Dimensioned 3- view sketch  Figure 5. SEQ Figure \* ARABIC 7: Final Vehicle With Loading Once the new loads are calculated they are entered into the Pro Engineer Mechanical Model ( REF _Ref58627822 \h  \* MERGEFORMAT Figure 5.7), and the model meshed, run, and saved to a file for import into Ansys. In Ansys the model is read in from the data file which Pro Engineer created and run using Eigen-Buckling analysis. For models which are near the factor of safety limits the Ansys runs can take a significant amount of time often exceeding 20 minutes per run.  Figure 5. SEQ Figure \* ARABIC 8 Von Mises output for first Eigen Value. Final Vehicle: For the titanium models (any metallic design) the factor of safety limits are defined by a NASA technical standards document to be the higher of (1.40*Ultimate Design Strength) or the Yielding Strengths for the vehicle. The structural model relied on a factor-of-safety (FOS) of one against the yielding strength for this evaluation due to time constraints. For this walk-through the closest value obtained to an FOS of one was 1.3 for in buckling and about 1.6 in tension. The model could have been moved closer to the desired FOS, however because the process is not truly iterative at this point there was no driving reason to do so. In general, it is desired that the factors of safety for tension and compression are near to one another a vehicle with a bucking FOS of 1.2 and a tension FOS of 3 is massively over-build for the tension case. The above vehicle could probably be improved by reducing the thickness of each spar as well as the thickness of the second and third floors. A fully iterative design would ideally complete the analysis by optimizing the vehicle to the highest degree possible. Had the vehicle failed, high stresses regions would be located in  REF _Ref58630676 \h  \* MERGEFORMAT Figure 5.8, which would indicate the tensile failure location by color. That region would be strengthened by adding material to it, and the model run again. If the vehicle were to fail in buckling the mode that caused the failure would be the mode corresponding to the first Eigen value for the system. Ansys shows the modes as deformations in the graphical output. For this model the first failure mode in buckling would be at 1.30 times the applied loads, and on the first floor, as indicated by the deformations in Figures 5.8 and 5.9.  Figure 5. SEQ Figure \* ARABIC 9: Deformation in the Y direction (X-Direction in Ansys Local Frame) After running Ansys a number of outputs were observed in order to ascertain the success of the structure. Figure 5.9 represents deformation in just one direction. Deformations in the three axial locations were observed, as was max strain in all directions and shear values in the 3 main shear planes. Outputs for all of these values are included in the digital appendices as image files (jpeg format in the form model_4_title.jpg).  Figure 5. SEQ Figure \* ARABIC 10: Final Vehicle Output. Von Mises of mode 2 Note that each model was run for at least two modes. As each node is increasingly less likely to cause failure more modes do not necessarily increase the accuracy of the model in anyway. The final vehicle was not near to failure, so the third mode was not considered worth the additional modeling time the Ansys run for this particular model was over half an hour with only two modes extracted. Figure 5.10 shows that the second floor will suffer some kind of failure in twist at 1.57 times the load values currently applied. The figure indicates that this will occur some time after the vehicle has passed failure in the stress condition. Now that the Pro Engineer model with the new mass has been iterated down to its minimum mass state, the new calculated mass is used to start the process all over again. Thankfully, the process is mercifully short: the calculated forces for the 5G load settle quickly. Comparing Tables 5.9 and 5.10 to Tables 5.7 and 5.8 shows that this single optimization pass reduced the most significant load by about 12%, from a mass reduction of about 14%. Only one or perhaps two more passes at the most would be required to bring this model down to within a percentile point or two of its fully optimized condition.  Table 5. SEQ Table \* ARABIC 8: System masses for structure iteration  Table 5. SEQ Table \* ARABIC 9: System masses for structure iteration Conclusion As a whole the vehicle came surprisingly close to meeting the RFP. From a structures point of view the final model created for this 450 project is much more detailed than what was expected entering into the first few weeks of the course. The shape itself is significantly more complex than was directed, and the depth of analysis was significantly greater than studies done in the past. The outcome of the project, while not meeting the RFP, is still significant. A more detailed physical model of the structure could likely result in further reduced total vehicle masses. One concept considered but discarded as too complex for this semester was a four-post structure with the ends of the beams leading from the aft-most corners to the foremost corners of the vehicle. This would limit the amount of deflection in the vehicle, which in turn would reduce the amount of stress in the support members thus reducing weight. Reductions in weight allow for reductions in the amount of surface area required to maneuver the vehicle through the atmosphere, which reduces the mass of the vehicle. It is a process of diminishing returns, but there are still significant returns to be made at this juncture in the preliminary design. If this project is to be modeled in more detail for future 450 courses it is recommended that more time be spent on bounding the problem in the Trajectories code before any analysis be done on a new structural or aerodynamic vehicle. By running the trajectories code, even with no significant modification, a bound on Lifting Area to Mass ratio could be found based on particular L/D values. Once found it would be much easier to find when and if a vehicle shape and mass could be successful, at least compared to the fully iterative approach which is being utilized this semester. With more time, it is likely that vehicle could have been found which would have met the RFP requirements. There were certainly no significant limits which would have prevented Structures from delivering a robust structure which lies near to the current design iteration. Systems and Propulsion Vehicle Description The MAGAT vehicle is anticipated to have an initial mass of 7500 kg. The actual mass ended being 6,482.6 kg. A mass of 7500kg is most likely the one considered in other sections. Figure 6.1.1 display a schematic of the vehicle. The vehicle contains large cylinders with two hemispherical end-caps tanks for both the fuel and oxidizer and two spherical Helium pressure tanks to pressurize the fuel and oxidizer tanks. There is a single Orbital Maneuvering Engine in the aft portion and along the centerline of the vehicle able to perform the required flight maneuvers and orbital changes. Case studies confirmed a single engine configuration maintains the Cg location within the 45-50% of the vehicle by minimizing the weight in the aft portion. Galileo spacecraft systems were place into the vehicle for the guidance, navigation, control, and operations. The final vehicle dimensions are given to be a wedge body with 20 m in length, 3 m in width, a half angle of 4 degrees, nose radius of 0.01m and conical sides with radius of 1.41 m. A flat plate flap with the dimensions of 1.0 m in length and 0.3 m in width will provide the control authority during atmospheric flight portions of the mission. Engine numberX cg [10]: 10 m vehicleX cg [m]: 20 m vehcile35.39.3124.89.014.78.92Table 6.1. Case Study A structural mass of 1000 kg was used for the 10 m vehicle (10 m length, 3 m wide, half angle 8), a mass of 1400 kg for the 20 m vehicle (20 m length, 3 m wide, 4 degree half angle). Propellant tanks were kept constant (Table 6.3.2.2) along with the systems dimensions. Moved each component as far forward while maintain clearance margin of 0.08 m (estimated standard used through out the analysis).  .       EMBED MSPhotoEd.3  Figure 6.1: CGMOI Model of Internal Component Layout for MAGAT (TPS not shown) Internal Component Layout One requirement for the vehicle is to fit the necessary equipment to complete the mission. Many of the internal components have been assumed from the Galileo project. Free variables include the sizing and location of the propellant systems as well as the location of the avionics and systems contained within MAGAT. The communication, guidance equipment, and scientific equipment were split between three similar sections each with an assumed cubic side of 0.9 m with a mass of 325kg (Figure 6.1) and electronics and antenna with a mass of 150 kg. Power requirements are similar to the power systems found on the Galileo and were estimated to be contained in four power cells with a mass of 22 kg each. Figure 6.1.1 displays the location of internal components. An initial delta velocity was derived to be 1400 m/s in reference to the delta v allocations during the Galileo mission [Reference 6.1]. An iterative process of the initial vehicle mass provided by the structure team confirmed by the aero thermo team was necessary to determine the size of the propellant system. As the vehicle dimension changed, the tanks will have to be resized to maintain structural clearance and re-orientated to ensure a fit within the vehicle layout as well as maintain stability. The resultant size and shape of each propulsion component are discussed in 6.3. The fuel, oxidizer, pressure tanks are made out of graphite epoxy with an aluminum liner to ensure the tanks would not leak. While modeling MAGAT, a clearance distance was accounted for between the internal components and the inner shell of the vehicle. The outer surface of MAGAT consisting of a Thermal Protection System (TPS) is not visually represented in Figure 6.1 but was modeled during the analysis. The placement of each component accounted for a clearance margin of 0.08 m. This estimate was set as a standard for the minimal allowable distance between components and parts. All of the components do fit within the confines of the vehicle. One challenge when placing the internal components within the vehicle was keeping the center of gravity within a range to which the aero thermo team can trim the vehicle. A flap length of 1 m was a trade off since an increase in flap length increased the range in cg. This length was necessary due to the propellant allotment and the shape of the vehicle. It was then necessary to place the propellant tanks far from the engine location which was undesirable but necessary in order to keep the Cg location forward. Figure 6.1 shows the final vehicle internal layout. Vehicle Layout Design Iterations and analysis were conducted using the program CGMOI. This Matlab based program allows users to represent component placement relative to each other with use of simple geometries, densities and mass values. It provides a visual representation of the vehicle as well as calculates the center of gravity (cg) and the moments of inertia (MOI) about the cg for the entire system. The vehicles MOI were used to estimate the propellant allotment for the RCS systems in the event an unexpected burn. A consideration on the propulsion system design was the overall height of the vehicle. Case studies with the aero thermodynamics determined a suitable half angle of 4 degrees with a nose radius of 0.01m. This was used to size the propellant tanks with the consideration of placing the tanks as far forward as possible. It was decided that a lateral tank configuration (tanks spanning the width of the vehicle) would be best. The sizing of the tanks allowed for lateral placement within the vehicle while leaving enough clearance on the sides. The location of the tanks was placed close to the cg to limit cg travel as fuel is consumed. This position is not desirable since the location of the tanks remained about 15 m forward of the engines during case studies. Similar iterations were used for the pressure system. The same fuel, oxidizer, and pressure system is used to deliver fuel to the RCS thrusters that are located far from the cg of the vehicle. Figure 6.1 displays the location of these thrusters. Propulsion System A propulsion system for MAGAT is required to provide thrust for orbital maneuvers. The required baselines for the propulsion system are as follows: ability to provide multiple restarts and be throttled in order to perform multiple maneuvers; small mass and size but with high performance; and use of non cryogenic propellants for launch on warning operations. A single engine arrangement was chosen thrusting through the centerline of the vehicle. Refer to 6.1 A large propulsion system is not necessary since the flight trajectory the spacecraft will fly is designed to minimize the loss of delta velocity. Preliminary thrust estimates were obtained from previous designs. These designs provided a thrust estimate of 300 600 lbs. The RS-21 Thrusters were found capable of providing the thrust for our application. This engine displays high performance, low mass and relatively small size. The fuel used by this engine is Monomethylhydrazine (MMH) and the oxidizer is Nitrogen Tetroxide (NTO). This is a hypergolic system which will react upon contact with one another. All specification pertaining to this engine is found in Table 6.2 [Reference 6.2]. Thrust [N]1335ISP [s]294Mass [kg]8.4Dimensions [m]0.55 m long / 0.23 m wideChamber Pressure [bar]8Mixture Ratio1.51:1Table 6.2: Specifications of the RS-21 Main Propulsion System Propellant Tanks Tanks are needed to store onboard fuel and oxidizer through out the entire mission. Graphite epoxy was selected as the outer material for the tanks. This material was selected on the basis of its low density, high material efficiency, and high strength [Reference 6.3, p. 270]. Due to MMH and NTO corrosive properties, an aluminum liner will be necessary to protect the tank structure. Dr Heister (Purdue University) stated aluminum linear with a thickness of half a millimeter will be enough to protect the graphite tanks and allow for structural loading. Cylindrical tanks with hemispherical end-caps were determined would be the best combination to minimize size of the tanks and allow for easy tank placement as the vehicle shape is changed. A Matlab script was developed to determine the sizing of these propellant tanks (sizing.m). The code is designed to iterate the size of the tank based on the delta velocity needed to perform all the orbital maneuvers (Appendix 6.1 displays the derivation of the relationship). This delta velocity was determined by the delta V allocations of the Galileo Project [Reference 6.1]. This code sizes the tanks based on the total delta V of 1400 m/s. The amount of propellant required is function of the initial to final mass ratio, ISP for the engine, and the delta velocity. Using the rocket equation; Delta V = g * ISP * ln (m_int / m_final) (1) Where: m_int = initial mass m_final = final mass and knowing the initial mass, the final mass can be determine which will result in the propellant mass being the difference between the final and initial masses. The final mass corresponding to a delta velocity of 1400m/s with an assumed initial mass of 7500kg was determined to be 3467.4 kg. The thruster has an oxidizer to fuel ratio of 1.51:1. With this ratio, the mass of the fuel and oxidizer can be calculated. The mass of the fuel turns out to be 1308.4 kg and the oxidizer to be 2158.9kg. With the density and the mass of the propellant, volume can be calculated. Ullage of 5 % was also added to the volume to account for propellant caught in the plumbing at any time [Reference 6.3]. The code also determines the dimensions and the mass of the two hemisphere end-caps and the cylinders for both the fuel and oxidizer. Appendix 6.1 contains the derivation of the geometrical relationship used for tank sizing. The radius of the larger fuel and oxidizer tanks where iterated to be 0.2 m. The geometry of the tanks is based off this radius. From the rocket equation, the volume can be determined and with Equation 2, the length of the cylinder part of the tank can be calculated. V= pi * r ^2 * lc +(4/3) * pi * r^3 (2) Where: r = radius lc = length of cylinder Once the dimensions of the tanks are found, the code will then calculate the required thickness of the tank. This is done by first calculating the maximum operating pressure (MEOP) for both the fuel and oxidizer. [Reference 6.3, pp. 207-211] provides the outline of the method for finding MEOP. MEOP = Pc +deltaPcool +deltaPfeed + deltaPinj +deltaPdyn (3) Table 6.3 displays the estimates used when evaluating equation variables.  EMBED Excel.Sheet.8  Table 6.3: Variables for MEOP calculations The thickness of the spherical and cylindrical part of the tanks are found using Equation 4 and Equation 5 respectively where Fallow is the maximum allowable stress of graphite-epoxy Ts=(MEOP * r) / (2 * Fallow) (4) Tc= (MEOP * r) / (2 * Fallow) (5) The mass of the spherical and cylindrical part of the propellant tank was based on the area of the tanks. The surface area can be found using Equation 6. The mass of each part is found using Equation 7. The sum of both parts gives a total structural mass of the propellant system to be 3630.8kg. Table 6.4 displays the propellant tank parameters. Area = (2 * pi * r * lc) + (4 * pi * r^2) (6) Mass = (area * t * rho_graphite) + (area * 1mm * rho_al) (7)  EMBED Excel.Sheet.8  Table 6.4: Propellant and Pressure Tank Parameters A mass breakdown of the propellant system is presented in Table 6.4. It can be seen from this data that the fuel and oxidizer comprise the vast majority of the propellant system mass, whereas the tank structure is relatively insignificant compared to the total mass. Pressurization System A pressurization system is required for the MAGAT propulsion system in order to pressurize both the fuel and oxidizer tanks as fuel is consumed. Helium was selected for its low densities and inertness [Reference 6.3]. The same material will be used for the pressure tanks as found in the propellant tanks. A half a millimeter linear of Aluminum was also used to protect against corrosions of the tank. These dimensions are also calculated with sizing.m. The process used to calculate the pressure tanks are found Reference 6.3, p 279. The derivation can also be found in the Appendix 6.2. 5% ullage was added to the required volume of the tank and another 5% was added to account for the pressurant used by the RCS. Equation 8 is the isentropic relationship used to determine the final temperature of the pressure system. With Equation 9, 10, 11; the required mass and volume of the pressurant were found. Tf = Ti(Pf/Pi)^((gamma-1)/(gamma)) (8) V = Vprop + Vpress (9) Mpress = (Pf*V*MW)/(Ru*Tf) (10) Vpress = (Mpress*Ru*Ti) / (Pi*MW) (11) Assumed values of initial pressure (Pi) equals to 21e6 Pa, final pressure (Pf) equals 1.24e6 Pa, which is the average of the fuel and oxidizer tank pressures, isentropic ratio (gamma) equal 1.66, and initial temperature (Ti) equals to 273K were used [Reference 6.3, p 278-289]. The resulting final temperature (Tf) was 88.70 K. Equations 9, 10, 11 were used to determine the required mass and volume of pressurant, where Ru is the universal gas constant, Vprop is the required volume of propellant, Vpress is the required volume of pressurant, Mpress is the required mass of propellant, and MW is the molecular weight of Helium (4.003 kg/mol). First, an initial guess of 1 m3 was made for the volume of the pressurant. This number was used in Equation 10 which gave the mass of the pressurant. This value is then passed on to Equation 11 to calculate the new volume of the pressurant. The process continues until the initial guess and the resultant volume converges. The code sizing.m includes an iteration procedure to calculate these values. The other pressurant tank parameters are calculated in the same manner as the propellant tank parameters. The pressurant tank also includes a 0.5 mm aluminum liner, similar to the propellant tanks. Case studies determined two spherical pressure tanks were needed. Table 6.3.2.2 displays the pressurant tank parameters. RCS Subsystem *Methods described in this section have not been validated completely. Only a brief study was conducted because we dont intend to utilize a burn during the flight profile. The flight profile for the MAGAT is designed to maneuver within the atmosphere without a burn. This section deals with a contingency in the event an RCS burn is required to turn the vehicle 180 degrees. The Reaction Control System (RCS) is required to provide the necessary impulse in all three axial directions. In order to provide this movement, 24 RCS thrusters must be used. 24 thrusters include 4 thrusters in each plane along with a second set of thrusters in the same location for redundancy in the event of a malfunction [Reference 6.5]. The RCS thrusters are designed to provide enough impulse to maneuver the vehicle 180 degrees in a given time frame. Based off the Galileo project, the thrusters used on the MAGAT has an ISP of 274 s producing 10N of thrust. A Matlab code was created to determine the maximum torque of the thrusters based on thruster location and performance parameters. This code assumes that the vehicles center of gravity remains constant throughout the maneuver. The maximum torque is a measure of the effectiveness if the RCS. The code computes this torques by multiplying the thrust by the moment arm about the center of gravity, for each pair of thrusters. Tmax = (distance from Cg) * (# of thrusters) * (thrust per thruster) (12) The center of gravity for the case tested is located at (xcg, ycg, zcg) = (8.92 0.00 -0.144). The moment arm of the thrusters was determined by placement of the RCS thrusters. The thrusters were placed as far from the center of gravity as possible to provide the maximum amount of torque. Figure 6.1.1 displays the location of the thrusters. The code also requires the MOI determined in CGMOI. This matrix is based on the structural layout of the vehicle. The code also determines the time that is required to perform the maneuver in each axial direction. This is done by guessing the initial burn time and iterating these parameters and the maximum torque vector. The burn time for each direction is then used to determine the delta V required for the maneuver for direction. This delta V is compared to the maximum allowed delta V of 149 m/s (Galileo Satellite tour Delta V) [Reference 6.1]. This result is then used in the rocket equation to find the amount of propellant required for this maneuver. The resulting burn occurred in the x direction for 24 seconds, burning 0.2880 kg of propellant, and achieving the delta V of 0.0501 m/s; y direction for 30 s, burning 0.3600 kg of prop, and achieving a delta V of 0.0626 m/s; z direction for 35 s, burning 0.4200 kg of prop achieving 0.0730 m/s of delta V. Conclusion The overall design of MAGAT is incomplete, from a systems analysis point of view. Constraints limited the amount of design analysis that could be performed. Results obtained during this project were promising, but much more work is needs to be done to improve MAGAT. In the future, a different modeling package should be considered since CGMOI is restricted in its modeling. Further efforts should also be spent on finding actual data for systems dimensions which would enhance the representation of the model. References 6.1 - AIAA Galileo 1989 VEEGA Mission Description, L.A. DAmario 6.2 - Class handout on varies engines in industry, AAE 450 Purdue University 6.3 - Humble, Ronald W., Henry, Gary N. and Larson, Wiley J. Space Propulsion Analysis and Design. The McGraw Hill Company, Inc. 1995 6.4 -  HYPERLINK "http://roger.ecn.purdue.edu/~aae450s/" http://roger.ecn.purdue.edu/~aae450s/ 6.5 - Schneider, S.P. Methods for Analysis of Preliminary Spacecraft Design, AAE 452, Purdue University, August 18,2000. comparison to the conceptual design Aerodynamic Design Comparison The conceptual design for the MAGAT vehicle was limited to a simplified shape due to the lack of more sophisticated modeling tools. The AGA maneuver required that the vehicle be designed for hypersonic flight with the ability to make a controlled fly through of the Martian atmosphere. The obvious choice for modeling the most efficient hypersonic surface would be an infinite flat plate. While this would provide the best aerodynamic performance, the vehicle would be unrealistic with no volume or ability to sustain substantial structural loads and heating. 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m,weCompObjKMiObjInfoNEquation Native _1129348105QF`gJPiJdge ==C m,wedge,upper ++C m,wedge,lower FMathType 5.0 Equation MathType EFEquation.DSMT49qOle CompObjPRiObjInfoSEquation Native ­TDSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  C n,wedge ==C l,wedge,upper ++C l,wedge,lower ()cosa++C d,wedge,upper ++C d,wedge,lower ()sina FMathType 5.0 Equation MathType EFEquation.DSMT49q_1129348660@YVFPiJPiJOle CompObjUWiObjInfoXEquation Native _1129350181^c[FPIlJPIlJOle CompObjZ\i­<DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  C a,wedge ==C d,wedge,upper ++C d,wedge,lower ()cosa"-C l,wedge,upper ++C l,wedge,lower ()sina FMathType 5.0 Equation MathType EFEquation.DSMT49qObjInfo]Equation Native  _1129349941`FPIlJ@nJOle DSMT5WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  C n,cone == 2*L*r b (1++ r n r b )Srefpcosasinasindcosd 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L tRpArial\J &$x451 $Jԃa$0\aT ehArial`M &>wyOw  \T\a80  dv%   T 8d/@@ LxMass Galileo with fuelE.**A...;...Txi d/@@i L\2223.00......Tp/@@p L`Fuel mass3..G.**Tpp/@@pLX925.00.....Tu2/@@ L`w/out fuel;....Txi2/@@iL\1298.00......T>/@@>LlScience Package:7*..*.7.*+...Tp>/@@>LX118.00.....Rp Arial`M &$xw $Ma$0$aT ehArial`M &>wyOw& \T$a80& dv% % " !%   L   T$/@@$LTotal Systems: (no science, no fuel)43.7-..J.33...3..333.% Txi/@@iL\1180.00......% " !%   L tRp Arial]J &$xw $Jda$0aT ehArial`M &>wyOw \Ta80 dv%   T, [h/@@ %LDivide systems into five easy pieces:<*..***.E*..*...**..*.*% Tsa/@@s LhSubsystem One7..*'*.GA..Tps/@@sLX236.00.....TK5/@@LtPropulsion Subsystem7...*..7..*'*.GTp5/@@LX236.00.....TAx/@@ALhSubsystem Two:7..*'*.G4;.TpA/@@ALX236.00.....T/@@LlSubsystem Three:7..*'*.G4...Tp/@@LX236.00.....Tj/@@LlSubsystem Four:7..*'*.G3..Tpj/@@LX236.00.....% " !%   M u'%   &% 6u% Ldtu!??% x6xu% Ldxtxm!??% 6u% Ldtm!??% E 6E u% LdE L tE m!??% 6M % LdL E !??% g6M g% LdgL ngE !??% 6M % LdL E !??% 56M 5% Ld5L <5E !??% 6M % LdL E !??% 6M % LdL E !??% j6M j% LdjL qjE !??% 6M % LdL E !??% 86M 8% Ld8L ?8E !??% 6M % LdL E !??% 6M % LdL E !??% m6M m% LdmL tmE !??% ( % " !%   L t% " !%   M u'%   LdL M !??LdmL tmM !??Ldle!??LdE L lE e!??% % ( ( ( ( " F4(EMF+*@$??FEMF+@ WorkbookBSummaryInformation(DocumentSummaryInformation8d _1132333569 FJKix ɀBa=  G:D=xKx<821Arial1Arial1Arial1Arial1Arial1Arial1Arial1 Arial1Arial1 Arial1$Arial1 Arial1Arial"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)7*2_("$"* #,##0_);_("$"* \(#,##0\);_("$"* "-"_);_(@_).))_(* #,##0_);_(* \(#,##0\);_(* "-"_);_(@_)?,:_("$"* #,##0.00_);_("$"* \(#,##0.00\);_("$"* "-"??_);_(@_)6+1_(* #,##0.00_);_(* \(#,##0.00\);_(* "-"??_);_(@_)                + ) , *           @   $   @  @@  @   @ "0@   (@  (   $  @  ,  $    $  `     ,  (  $@  ,@  ,  ,@   ,  l@  , @  $@ @  ,@ @  ,@ @  4@ @  d@ @ (  8 @  <  (  ,  Q"0@ "0 8@@ 8@  "<@@  "<  @  "< @  "< 8@ 8 <  @ < 8@ 8  #10Meter_8_Deg_3m_base_Shell&@10Meter_8_Deg_3m_baser18Meter_4_Deg_3m_baseV18Meter_2_Deg_3m_base~18Meter_2_Deg_5m_baseSummary&  ;   ;   ;   ;   ;   ; T cScience Package:Mass Galileo with fuel Fuel mass w/out fuel$Total Systems: (no science, no fuel)%Divide systems into five easy pieces:Power SubsystemPropulsion SubsystemCommunications: Computation and Data Subsystems: Attitude and Control Subsystems: Mass [kg]1G Acceleration Force [N]5G Acceleration Force [N]Structure mass Assumed ISPsecExit Exhaust Velocitym/secDelta VPropellent Mass kgDry Vehicle MassPropellent Densitykg/m^3Propellent Volume:m^3 O to F ratioSource for fuel information:?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmEncylocpedia Astronautica Volume FuelVolume OxidizerOxidizer Density (N204)Fuel Density (MMH)Mass Oxidizer: Mass Fuel:Total Vehicle (wet) mass Total Floor 1Floor 2:Floor 1: Total Floor 2Floor 3: Total Floor 4 Total Floor 3Floor 4:Oxidizer Fuel TankPropulsion subsystemScience Package Calculate Cg:Structure Cg Location: Structure: Position [m] Floor One Floor Two Floor Three Floor FourMoment Arms (from fore)Sum of masses, no TPSCenter of Mass:Mass*dist [Kg*m] Subsystem One Subsystem TwoSubsystem ThreeSubsystem Fourm^2 TPS DensityUpper TPS Area:Lower TPS Area:Upper TPS ThicknessmLower TPS ThicknessEach Side (1/2 tube) area:Each Plate area:Upper TPS mass:Lower TPS mass:Total TPS Mass:Model: Length [m]Half_Angle [deg]MaterialCg (From front)Wet Mass System CGCarbon-Carbon* Titanium* * References Titanium:Carbon composite:BaseLength Half-Angle Base-WidthdegMass PlacementSubsystem Two:Subsystem Three:Subsystem Four:j y 4bG_5w<~AR ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:#  vy@  ߉Y/@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-ZB>¤@ $kg! Subsystem One*m@DD**  / Structure:! 켸u@ DD /Dry Vehicle Mass!*ZB>@ DD> kg!Oxidizer*&Y䲕@D **  / Floor One!  ٶ@ D D  0Mass Oxidizer:2 1&Y䲕@DHzG@ .kg  # Total Floor 1! *&Yb@ DD% -K~@D &1#@) -r@D &1#@~ 'v@  / Floor Two! '(G@ DD 0 Mass Fuel:! 1ֺ]k@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1]iΥ? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1a? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *I(p? DDL m^3  ! Fuel Tank *ֺ]k@D  **'  /Sum of masses, no TPS4 b@DDDD D2Propellent Mass /*6oG@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*ֺ]kw@ D D%-a@D&1#@)- @D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?!H@% D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=/ve-@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@''':88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:~  @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -D@ $kg! Subsystem One*m@DD**  / Structure:! 3333@ DD /Dry Vehicle Mass!*ɠ@ DD> kg!Oxidizer*efiL@D **  / Floor One! xr[@ D D  0Mass Oxidizer:2 1efiL@DHzG@ .kg  # Total Floor 1! *efi@ DD% -q]qi@D &1#@) -=δC@D &1#@~ 'v@  / Floor Two!  4 ð@ DD 0 Mass Fuel:! 1v@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1h)(? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1] .? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^{iU? DDL m^3  ! Fuel Tank *v@D  **'  /Sum of masses, no TPS4 $i@DDDD D2Propellent Mass /*IӰƑ@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*Bџ@ D D%-gJ'Զ@D&1#@)-51@D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?yvR@% D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=K:e,@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""B~Rmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6 Subsystem One@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Subsystem Two:B6m@ D>B6C6Subsystem Three:C6m@ D>C6D6Subsystem Four:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"GNHJI6]41E@@>$@::D:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# zG"@ Q!@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -bA $kg! Subsystem One*m@DD**  / Structure:! F%uB@ DD /Dry Vehicle Mass!*(\X@ DD> kg!Oxidizer*Htt@D **  / Floor One! .Ι@ D D  0Mass Oxidizer:2 1Htt@DHzG@ .kg  # Total Floor 1! *$l:j@ DD% -/@D &1#@) -zí6@D &1#@~ 'v@  / Floor Two! %@ DD 0 Mass Fuel:! 1ϐ{E{@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1t(R? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1k[? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *{ Ssb? DDL m^3  ! Fuel Tank *ϐ{E{@D  **'  /Sum of masses, no TPS4 ˜w@DDDD D2Propellent Mass /*&_@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:"CH@ CH@ m^2# Total Floor 2!*gH׽@ D D%-@D&1#@)-NO˞@D&1#@~ '@  / 0Each Plate area:~ "%@ m^2#*--'  5Center of Mass:) ?B @% D 0Upper TPS Area:!3kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# ՛#@ +dSS7 @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-Y@ $kg! Subsystem One*m@DD**  / Structure:! *fl@ DD /Dry Vehicle Mass!*pwn;7@ DD> kg!Oxidizer*`WJey@D **  / Floor One! pë@ D D  0Mass Oxidizer:2 1`WJey@DHzG@ .kg  # Total Floor 1! *`WJeَ@ DD% -vT@D &1#@) -u<%@D &1#@~ 'v@  / Floor Two! 5Fgk@ DD 0 Mass Fuel:! 1<*WAu@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 125l? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1_ J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^EN? DDL m^3  ! Fuel Tank *<*WAu@D  **'  /Sum of masses, no TPS4 e@DDDD D2Propellent Mass /*+@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!* >@ D D%-Bh\@D&1#@)-sۂ@D&1#@~ '@  / 0Each Plate area:~ *@ m^2#*--'  5Center of Mass:) ?#'!@% D 0Upper TPS Area:!3QS@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*QS@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*+eR@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*vw@DNDD***' 2Total TPS Mass:!-&S|@ DD***' !<Total Vehicle (wet) mass'= ^W@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# (\B#@ = ףp @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-hs5@ $kg! Subsystem One*m@DD**  / Structure:! ]~l@ DD /Dry Vehicle Mass!*Y@ DD> kg!Oxidizer*zT@D **  / Floor One! sn@ D D  0Mass Oxidizer:2 1zT@DHzG@ .kg  # Total Floor 1! *bZ@ DD% -: @D &1#@) -o 0^ @D &1#@~ 'v@  / Floor Two! d0@ DD 0 Mass Fuel:! 13sw@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1@? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1?\(J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *,`J? DDL m^3  ! Fuel Tank *3sw@D  **'  /Sum of masses, no TPS4 q~@DDDD D2Propellent Mass /*zI@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!*I@ D D%-}i@D&1#@)-C0D@D&1#@~ '@  / 0Each Plate area:*~jtV@ m^2#*--'  5Center of Mass:) ? @% D 0Upper TPS Area:!3V\@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*V\@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*f,i[@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*34@DNDD***' 2Total TPS Mass:!-L!q@ DD***' !<Total Vehicle (wet) mass'=D@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@  :88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S oJXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"JXX??U} } m} m} m } } } } }           Model: Length [m]Half_Angle [deg] BaseMaterial Mass [kg]Cg (From front)Wet Mass System CG?$@ @@Carbon-Carbon*)ZB>¤@Z) vy@Z )/ve-@Z)!H@Z  @$@ @@  Titanium* D@Z @Z  K:e,@Z yvR@Z  @2@@@  Titanium* QA@Z zG"@Z  D'@Z *B @Z  @2@@@  Titanium* Y@Z ՛#@Z   ^W@Z #'!@Z  @2@@@  Titanium* hs5@Z (\B#@Z  D@Z  @Z  * References Titanium:Carbon composite:|>@2227 P`p GranumgranumMicrosoft Excel@OOk@#@.%՜.+,D՜.+,H PXd lt| /  10Meter_8_Deg_3m_base_Shell10Meter_8_Deg_3m_base18Meter_4_Deg_3m_base18Meter_2_Deg_3m_base18Meter_2_Deg_5m_baseSummary#'10Meter_8_Deg_3m_base'!Print_Area)'10Meter_8_Deg_3m_base_Shell'!Print_Area#'18Meter_2_Deg_3m_base'!Print_Area#'18Meter_2_Deg_5m_base'!Print_Area#'18Meter_4_Deg_3m_base'!Print_AreaSummary!Print_Area  Worksheets Named Ranges  8@ _PID_HLINKSA Z:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm FMicrosoft Excel WorksheetBiff8Excel.Sheet.89q Oh+'0HP`p GranumgranumMicrosoft Excel@OOOle IEPRINT#CompObjJfObjInfoLl0 H&a EMF#$J*V"F, EMF+@XXF\PEMF+"@ @ $@ !@ 0@?@     !" !" !  " !  0 H" !  0 HRpArial\J &$x451 $Ja$0 aT ehArial`M &>wyOw  1\T a80  1dv%   T d/@@ LdAssumed ISPee7**.G..77Tp& "d/@@& LX336.00.....T`C d/@@C LTsecee*.*Tp/@@pLxExit Exhaust Velocityee7*7*...*7..*'Txp"/@@pL\3294.82ee......TlCp"/@@CpLXm/seceeG*.*Tx#2/@@L\Delta Vee<..7Tx"2/@@L\1400.00ee......TlC"2/@@CLXm/seceeG*.*T>/@@> LdO to F ratioA.3..Td>"/@@>LT2.16...T/@@L|Oxidizer Density (N204)eeA*.(.<..*'<...Tx"/@@L\1450.00ee......TpCM/@@CLXkg/m^3+.G&.T g/@@ LpFuel Density (MMH)3..<..*'EE<Tp& "g/@@& LX880.00.....TpC Mg/@@C LXkg/m^3+.G&.Ts/@@sLpPropellent Density7.....<..*'Txs"/@@sL\1200.00ee......TpCsM/@@CsLXkg/m^3+.G&.T|I5/@@L\Restarts<.*.*Td"5/@@LT6.00...TdA/@@ALTMassE.**Tp&A"/@@&ALX185.00.....TXCA/@@CALPkg+.Tp/@@LXLength.....Td"/@@LT1.60...TTC/@@CLPmeeGT`j/@@LTDiaee<.Td"j/@@LT0.80...TTCj/@@CLPmeeGTvm/@@v L`Throttling4....Tp!v"/@@!vLX80-100.....TTCv/@@CvLP%eeJ% " !%   0 A  T6/@@ L`Burn Timeee7..4G.Tp&"6/@@&LX600.00.....T`C6/@@CLTsec*.*% " !%   0 H% " !%   1 I'%   Ld HQ!??&% j 6j=% Ldj q<j 1!??% / 6/=% Ld/ 6</ 1!??Ld% 0 H% A!??Ld 0 ) !??%  g6% g% Ld g$ n g !??%  6% % Ld $  !??%  56% 5% Ld 5$ < 5 !??%  6% % Ld $   !??%  6% % Ld $   !??%  j6% j% Ld j$ q j !??%  6% % Ld $   !??%  86% 8% Ld 8$ ? 8 !??%  6% % Ld $   !??%  6% % Ld $   !??%  m6% m% Ld m$ t m !??%  6% % Ld $   !??Ld =0 H =) !??% ( % " !%   0 H% " !%   1 I'%   Ld0 1 !??LdA0 HA1 !??Ld@9!??Ld) 0 @) 9!??% % ( ( " F4(EMF+*@$??FEMF+@ Workbooks SummaryInformation(MDocumentSummaryInformation8jt_1132342331 FKs K      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghklmnopqrstuvw{|}~ ɀBa=  GFR=xKx<821Arial1Arial1Arial1Arial1Arial1Arial1Arial1 Arial1Arial1 Arial1$Arial1 Arial1Arial"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)7*2_("$"* #,##0_);_("$"* \(#,##0\);_("$"* "-"_);_(@_).))_(* #,##0_);_(* \(#,##0\);_(* "-"_);_(@_)?,:_("$"* #,##0.00_);_("$"* \(#,##0.00\);_("$"* "-"??_);_(@_)6+1_(* #,##0.00_);_(* \(#,##0.00\);_(* "-"??_);_(@_)                + ) , *           @   $   @  @@  @   @ "0@   (@  (   $  @  ,  $    $  `     ,  (  $@  ,@  ,  ,@   ,  l@  , @  $@ @  ,@ @  ,@ @  4@ @  d@ @ (  8 @  <  (  ,  Q"0@ "0 8@@ 8@  "<@@  "<  @  "< @  "< 8@ 8 <  @ < 8@ 8  $@ @  4@ @  4!@ @  $@ @  $!@ @ #0@ @  d@ @  !@ @  d!@ @  d!@ @  d!@ @  d!!@ @  #`10Meter_8_Deg_3m_base_ShellA10Meter_8_Deg_3m_baseu18Meter_4_Deg_3m_base 18Meter_2_Deg_3m_base418Meter_2_Deg_5m_base`Summary&  ;   ;   ;   ;   ;   ; TjScience Package:Mass Galileo with fuel Fuel mass w/out fuel$Total Systems: (no science, no fuel)%Divide systems into five easy pieces:Power SubsystemPropulsion SubsystemCommunications: Computation and Data Subsystems: Attitude and Control Subsystems: Mass [kg]1G Acceleration Force [N]5G Acceleration Force [N]Structure mass Assumed ISPsecExit Exhaust Velocitym/secDelta VPropellent Mass kgDry Vehicle MassPropellent Densitykg/m^3Propellent Volume:m^3 O to F ratioSource for fuel information:?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmEncylocpedia Astronautica Volume FuelVolume OxidizerOxidizer Density (N204)Fuel Density (MMH)Mass Oxidizer: Mass Fuel:Total Vehicle (wet) mass Total Floor 1Floor 2:Floor 1: Total Floor 2Floor 3: Total Floor 4 Total Floor 3Floor 4:Oxidizer Fuel TankPropulsion subsystemScience Package Calculate Cg:Structure Cg Location: Structure: Position [m] Floor One Floor Two Floor Three Floor FourMoment Arms (from fore)Sum of masses, no TPSCenter of Mass:Mass*dist [Kg*m] Subsystem One Subsystem TwoSubsystem ThreeSubsystem Fourm^2 TPS DensityUpper TPS Area:Lower TPS Area:Upper TPS ThicknessmLower TPS ThicknessEach Side (1/2 tube) area:Each Plate area:Upper TPS mass:Lower TPS mass:Total TPS Mass:Model: Length [m]Half_Angle [deg]MaterialCg (From front)Wet Mass System CGCarbon-Carbon* Titanium* * References Titanium:Carbon composite:BaseLength Half-Angle Base-WidthdegMass PlacementSubsystem Two:Subsystem Three:Subsystem Four:RestartsMassDia Throttling80-100% Burn Timer TG5 <Ar ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:#  vy@  ߉Y/@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-ZB>¤@ $kg! Subsystem One*m@DD**  / Structure:! 켸u@ DD /Dry Vehicle Mass!*ZB>@ DD> kg!Oxidizer*&Y䲕@D **  / Floor One!  ٶ@ D D  0Mass Oxidizer:2 1&Y䲕@DHzG@ .kg  # Total Floor 1! *&Yb@ DD% -K~@D &1#@) -r@D &1#@~ 'v@  / Floor Two! '(G@ DD 0 Mass Fuel:! 1ֺ]k@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1]iΥ? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1a? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *I(p? DDL m^3  ! Fuel Tank *ֺ]k@D  **'  /Sum of masses, no TPS4 b@DDDD D2Propellent Mass /*6oG@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*ֺ]kw@ D D%-a@D&1#@)- @D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?!H@% D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=/ve-@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@''':88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } }  } } } m } } } } } S        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:~  @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -D@ $kg! Subsystem One*m@DD**  / Structure:! 3333@ DD /Dry Vehicle Mass!*ɠ@ DD> kg!Oxidizer*efiL@ D **  / Floor One! xr[@ D D  0Mass Oxidizer:2 1efiL@ DHzG@ .kg  # Total Floor 1! *efi@ DD% -q]qi@ D &1#@) -=δC@ D &1#@~ 'v@  / Floor Two!  4 ð@ DD 0 Mass Fuel:! 1v@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1h)(? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1] .? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^{iU? DDL m^3  ! Fuel Tank *v@ D  **'  /Sum of masses, no TPS4 $i@ DDDD D2Propellent Mass /*IӰƑ@ DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*Bџ@ D D%-gJ'Զ@ D&1#@)-51@ D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?yvR@ % D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=K:e,@ DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""B~Rmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E  F G H I J K L M N O P Q R  @6 Subsystem One@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Subsystem Two:B6m@ D>B6C6Subsystem Three:C6m@ D>C6D6Subsystem Four:D6m@ D>D6E666FFN Assumed ISP~ FOu@ FPsecGGQExit Exhaust Velocity%G6ʡ@DF&1#@GRm/secHHQDelta V~ H6@HRm/secIIQ O to F ratio~ I6k@IRJ JQOxidizer Density (N204)~ J6@JRkg/m^3KKQFuel Density (MMH)~ K6@KRkg/m^3LLQPropellent Density~ L6@LRkg/m^3M666MTRestarts~ M:@MUN6 TPS Density~ N6~@N:kg/m^3N NTMass~ N: g@ NVkgOOTLength~ O:d@ OVm PTDia~ P:T@ PVmQT ThrottlingQS80-100 QV%RW Burn Time~ RX@ RYsec*hQXRTSHoFCWRR?qA,8>*@FFR:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# zG"@ Q!@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -bA $kg! Subsystem One*m@DD**  / Structure:! F%uB@ DD /Dry Vehicle Mass!*(\X@ DD> kg!Oxidizer*Htt@D **  / Floor One! .Ι@ D D  0Mass Oxidizer:2 1Htt@DHzG@ .kg  # Total Floor 1! *$l:j@ DD% -/@D &1#@) -zí6@D &1#@~ 'v@  / Floor Two! %@ DD 0 Mass Fuel:! 1ϐ{E{@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1t(R? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1k[? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *{ Ssb? DDL m^3  ! Fuel Tank *ϐ{E{@D  **'  /Sum of masses, no TPS4 ˜w@DDDD D2Propellent Mass /*&_@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:"CH@ CH@ m^2# Total Floor 2!*gH׽@ D D%-@D&1#@)-NO˞@D&1#@~ '@  / 0Each Plate area:~ "%@ m^2#*--'  5Center of Mass:) ?B @% D 0Upper TPS Area:!3kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# ՛#@ +dSS7 @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-Y@ $kg! Subsystem One*m@DD**  / Structure:! *fl@ DD /Dry Vehicle Mass!*pwn;7@ DD> kg!Oxidizer*`WJey@D **  / Floor One! pë@ D D  0Mass Oxidizer:2 1`WJey@DHzG@ .kg  # Total Floor 1! *`WJeَ@ DD% -vT@D &1#@) -u<%@D &1#@~ 'v@  / Floor Two! 5Fgk@ DD 0 Mass Fuel:! 1<*WAu@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 125l? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1_ J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^EN? DDL m^3  ! Fuel Tank *<*WAu@D  **'  /Sum of masses, no TPS4 e@DDDD D2Propellent Mass /*+@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!* >@ D D%-Bh\@D&1#@)-sۂ@D&1#@~ '@  / 0Each Plate area:~ *@ m^2#*--'  5Center of Mass:) ?#'!@% D 0Upper TPS Area:!3QS@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*QS@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*+eR@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*vw@DNDD***' 2Total TPS Mass:!-&S|@ DD***' !<Total Vehicle (wet) mass'= ^W@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# (\B#@ = ףp @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-hs5@ $kg! Subsystem One*m@DD**  / Structure:! ]~l@ DD /Dry Vehicle Mass!*Y@ DD> kg!Oxidizer*zT@D **  / Floor One! sn@ D D  0Mass Oxidizer:2 1zT@DHzG@ .kg  # Total Floor 1! *bZ@ DD% -: @D &1#@) -o 0^ @D &1#@~ 'v@  / Floor Two! d0@ DD 0 Mass Fuel:! 13sw@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1@? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1?\(J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *,`J? DDL m^3  ! Fuel Tank *3sw@D  **'  /Sum of masses, no TPS4 q~@DDDD D2Propellent Mass /*zI@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!*I@ D D%-}i@D&1#@)-C0D@D&1#@~ '@  / 0Each Plate area:*~jtV@ m^2#*--'  5Center of Mass:) ? @% D 0Upper TPS Area:!3V\@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*V\@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*f,i[@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*34@DNDD***' 2Total TPS Mass:!-L!q@ DD***' !<Total Vehicle (wet) mass'=D@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@  :88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S oJXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"JXX??U} } m} m} m } } } } }           Model: Length [m]Half_Angle [deg] BaseMaterial Mass [kg]Cg (From front)Wet Mass System CG?$@ @@Carbon-Carbon*)ZB>¤@Z) vy@Z )/ve-@Z)!H@Z  @$@ @@  Titanium* D@ Z @ Z  K:e,@ Z yvR@ Z  @2@@@  Titanium* QA@Z zG"@Z  D'@Z *B @Z  @2@@@  Titanium* Y@Z ՛#@Z   ^W@Z #'!@Z  @2@@@  Titanium* hs5@Z (\B#@Z  D@Z  @Z  * References Titanium:Carbon composite:|>@2227 k@#@H) FMicrosoft Excel WorksheetBiff8Excel.Sheet.89q Oh+'0@HXh granumgranumMicrosoft Excel@:;@՜.+,D՜.+,H PXd lt| /  10Meter_8_Deg_3m_base_Shell10Meter_8_Deg_3m_base18Meter_4_Deg_3m_base18Meter_2_Deg_3m_base18Meter_2_Deg_5m_baseSummary#'10Meter_8_Deg_3m_base'!Print_Area)'10Meter_8_Deg_3m_base_Shell'!Print_Area#'18Meter_2_Deg_3m_base'!Print_Area#'18Meter_2_Deg_5m_base'!Print_Area#'18Meter_4_Deg_3m_base'!Print_AreaSummary!Print_Area  Worksheets Named Ranges 8@ _PID_HLINKSA:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmOle QEPRINTz#CompObjRfObjInfoTil$ "/ EMF#J$J*V"F, EMF+@XXF\PEMF+"@ @ $@ !@ 0@?@     !" !" !  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Sdsc1?sG.x'<1SZxj<11,ڬq]Q/qx #Cy1<17?@ss~ww)WodU_L}Vy̷t6;CN^gKfy&`٭`S4!-8u90jr@ڌPǦl99D@O,8ŀ0͏P3` |g'l܀#s"(2~D@usy$p_ND*(Z#Ӗ4N.ޓq&93 >vn|rpc1N=ǯidŗ "e 1Oڝ 0njr|{7œ.?w3=Ө K4)a#2>r,<'XosyLTuTiX-#_Ibhi{=1၎9dxt'> y9N,#SϋMY.k# |rfqa%(bRb?sZ/)ɍ?Myo.t1ѹw=8.ahGk=M}/rvå8┱D:J4cfP9:yJ@FdKIOy{_v]v*UثWb]v*UثWb]v*UثWb]v*UثWbv*UثWb]v*UثWb]v*UثWE{ykq^d)/ҵ<6t-!yQ]Azb{QژN8GyLlJr m <9}=OLѬ1/IVVtRNE8jcZJ#K$/^KnݓGUdɜxHx<$x&nМNi bPD_&R)HdhgǛ|~hyCȾB״=STd3.lPz6=wu| vSU6`1OY,o|~=˩YJ2bxo.<'(F@D^tt7;? m&ASiX7.aдN'̺U䑒nFh5>'<=O\:g%.4cǓ y$.RܳϨ *CcDrt-<8FP?βhN>eеxtuxx;h'd#9Լosq{vm6CGc:]GDc,Z|Re9Dg#(ŧr}RBR~S@not5 ˒jf{"3…ZKMp[=]?čݽpˤ!X%N'dl9bfrJGNbrvCQcHۗ}<1|iF%6p '"r` hބIIb-D56>;'# CYI;GC@F1:G\b1c.7i||RC,35?u &('A?{LC[3 0_FF5 @2Yg@O&241Q|U}\Ͽ$t6y/[W>\2wF{,3ݴזr ڜD:DT,+M<:Fë1?)6L9$2^bwyOw  \Ta80  dv%   Tp d/@@ LXLength.....TX_ d/@@_ LP10..TT !d/@@ LPmeeGTp/@@p L`Half-Angle<.7...TTp/@@pLP8ee.T`pd/@@pLTdegee...T2/@@ L`Base-Width7.*.S..TT2/@@LP3ee.TT!2/@@LPmeeGRp Arialaů0&$xw $M ma$0laT hArial`M &>wyOw t\Tla80 tdv% % " !%   =s  T=o/@@;LhStructure mass7 3.3 .J...Tx=/@@;L\2657.27ee......TX=;/@@;LPkg.3% " !%   sW%   T/@@LlDry Vehicle Mass<'7..*.E.**Tx/@@L\3837.27ee......TX3/@@LPkg+.% % " !%    sj  T h/@@ LlPropellent Mass 7 33..3G...% Tx g/@@ L\2031.65ee......TX 3g/@@ LPkg+.% " !%   sW% % " !%   rs  Tr/@@pLlTotal TPS Mass:43.477G...Tpr/@@pLX320.17.....% " !%   sWRp Arialaů0&$xw $]*a$0)aT lhArial`M &>wyOw v\T)a80 vdv%    TK/@@L|Total Vehicle (wet) mass==!8C8=88!P8!!Y888TxMK/@@ML\6189.09888888TXQK/@@LPkg8=% " !%   tX'%    &% 6X% LdWX!??% 6X% LdWP!??% 6X% LdWP!??% l6lX% LdlsWlP!??% 6t% Ldsl!??% g6tg% Ldgsngl!??% 6t% Ldsl!??% 56t5% Ld5s<5l!??% 6t% Ldsl!??% 6t% Lds l!??% j6tj% Ldjsqjl!??% 6t% Ldsl!??% P6tP% LdPsWPl!??% ( % " !%   sW% " !%   tX'%   Ldst!??LdPsWPt!??LdOH!??LdlsOlH!??% % ( ( ( ( " F4(EMF+*@$??FEMF+@ Workbook!SummaryInformation(oDocumentSummaryInformation8k;_1132342765 FP*K06K      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghlmnopqrstuvwxyz{|}~ ɀBa=  G&-=xKx<821Arial1Arial1Arial1Arial1Arial1Arial1Arial1 Arial1Arial1 Arial1$Arial1 Arial1Arial"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)7*2_("$"* #,##0_);_("$"* \(#,##0\);_("$"* "-"_);_(@_).))_(* #,##0_);_(* \(#,##0\);_(* "-"_);_(@_)?,:_("$"* #,##0.00_);_("$"* \(#,##0.00\);_("$"* "-"??_);_(@_)6+1_(* #,##0.00_);_(* \(#,##0.00\);_(* "-"??_);_(@_)                + ) , *           @   $   @  @@  @   @ "0@   (@  (   $  @  ,  $    $  `     ,  (  $@  ,@  ,  ,@   ,  l@  , @  $@ @  ,@ @  ,@ @  4@ @  d@ @ (  8 @  <  (  ,  Q"0@ "0 8@@ 8@  "<@@  "<  @  "< @  "< 8@ 8 <  @ < 8@ 8  $@ @  4@ @  4!@ @  $@ @  $!@ @  @ @ #0@ @  d@ @  !@ @  d!@ @  d!@ @  d!@ @  d!!@ @  ( @  $  , <  @ <  Q"0  (@ @  8@ @  <@ @  (@ @  #10Meter_8_Deg_3m_base_ShellK10Meter_8_Deg_3m_base18Meter_4_Deg_3m_base918Meter_2_Deg_3m_base18Meter_2_Deg_5m_base Summary&  ;   ;   ;   ;   ;   ; T*GkScience Package:Mass Galileo with fuel Fuel mass w/out fuel$Total Systems: (no science, no fuel)%Divide systems into five easy pieces:Power SubsystemPropulsion SubsystemCommunications: Computation and Data Subsystems: Attitude and Control Subsystems: Mass [kg]1G Acceleration Force [N]5G Acceleration Force [N]Structure mass Assumed ISPsecExit Exhaust Velocitym/secDelta VPropellent Mass kgDry Vehicle MassPropellent Densitykg/m^3Propellent Volume:m^3 O to F ratioSource for fuel information:?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmEncylocpedia Astronautica Volume FuelVolume OxidizerOxidizer Density (N204)Fuel Density (MMH)Mass Oxidizer: Mass Fuel:Total Vehicle (wet) mass Total Floor 1Floor 2:Floor 1: Total Floor 2Floor 3: Total Floor 4 Total Floor 3Floor 4:Oxidizer Fuel TankPropulsion subsystemScience Package Calculate Cg:Structure Cg Location: Structure: Position [m] Floor One Floor Two Floor Three Floor FourMoment Arms (from fore)Sum of masses, no TPSCenter of Mass:Mass*dist [Kg*m] Subsystem One Subsystem TwoSubsystem ThreeSubsystem Fourm^2 TPS DensityUpper TPS Area:Lower TPS Area:Upper TPS ThicknessmLower TPS ThicknessEach Side (1/2 tube) area:Each Plate area:Upper TPS mass:Lower TPS mass:Total TPS Mass:Model: Length [m]Half_Angle [deg]MaterialCg (From front)Wet Mass System CGCarbon-Carbon* Titanium* * References Titanium:Carbon composite:BaseLength Half-Angle Base-WidthdegMass PlacementSubsystem Two:Subsystem Three:Subsystem Four:RestartsMassDia Throttling80-100% Burn TimePosition [m] (X-axis)r \G 5<Az ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } $}  O  @ @      J  ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:#  vy@  ߉Y/@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-ZB>¤@ $kg! Subsystem One*m@ DD**  / Structure:! 켸u@ DD /Dry Vehicle Mass!*ZB>@ DD> kg!Oxidizer*&Y䲕@ D **  / Floor One!  ٶ@ D D  0Mass Oxidizer:2 1&Y䲕@ DHzG@ .kg  # Total Floor 1! *&Yb@ DD% -K~@ D &1#@) -r@ D &1#@~ 'v@  / Floor Two! '(G@ DD 0 Mass Fuel:! 1ֺ]k@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1]iΥ? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1a? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *I(p? DDL m^3  ! Fuel Tank *ֺ]k@ D  **'  /Sum of masses, no TPS4 b@ DDDD D2Propellent Mass /*6oG@ DDHDGA kg! Subsystem Two*m@ DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*ֺ]kw@ D D%-a@ D&1#@)- @ D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?!H@ % D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@ D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@ DC**' /Upper TPS mass:'*A BJ@ DNDD # Total Floor 3!*}@ DD%-On@ D&1#@)-ףp=@ D&1#@~ '&@   /Lower TPS mass:'*iƢp@ DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=/ve-@ DDD >kgFloor 4:***' !Science Package*]@ D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@ D%-S@ D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn"""# $%&'()*+,-;./012345 678J 9:;<=>?("#"""(#"""$$Length~ $$@ $ m$ %% Half-Angle~ %" @ %deg% &""""& Base-Width~ &"@ &m&  &SLength~ &S$@ &Sm'""""'#Structure mass'-ZB>¤@ '$kg'  'S Half-Angle~ 'S @ 'Sdeg(""""(/Dry Vehicle Mass(*ZB>@ (kg(  (S Base-Width~ (S@ (Sm)"""")0Mass Oxidizer:)1&Y䲕@ ).kg)  )aStructure mass)7ZB>¤@ )akg*""""*0 Mass Fuel:*1ֺ]k@ *.kg*  *6Dry Vehicle Mass*6ZB>@ *Skg+""""+0Volume Oxidizer+1]iΥ? +.m^3+  +7Propellent Mass +66oG@ +Skg,"""",0 Volume Fuel,1a? ,.m^3,  ,7Total TPS Mass:,7:t@,S--/Propellent Volume:-*I(p? -m^3-  !-bTotal Vehicle (wet) mass-c/ve-@ -dkg..2Propellent Mass .*6oG@ .kg. /#/0Each Side (1/2 tube) area:~ /"£@ /m^2/ 000Each Plate area:0"]FxK>@ 0m^2110Upper TPS Area:13YK@ 1m^2224Upper TPS Thickness2*Mb`? 2+m334Lower TPS Area:3*YK@ 3m^2444Lower TPS Thickness~ 4*? 4+m55/Upper TPS mass:5*A BJ@5%6Source for fuel information:6&6/Lower TPS mass:6*iƢp@6"7!Encylocpedia Astronautica7"""72Total TPS Mass:7-:t@7H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8``"!8<Total Vehicle (wet) mass8=/ve-@ 8>kg9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?66@D,,_enuUTVTRNurI<TCn@ABCDEFGHIJKLMN@6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@ DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@&&-:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } }  } } } m } } } } } S        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:~  @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -D@ $kg! Subsystem One*m@DD**  / Structure:! 3333@ DD /Dry Vehicle Mass!*ɠ@ DD> kg!Oxidizer*efiL@ D **  / Floor One! xr[@ D D  0Mass Oxidizer:2 1efiL@ DHzG@ .kg  # Total Floor 1! *efi@ DD% -q]qi@ D &1#@) -=δC@ D &1#@~ 'v@  / Floor Two!  4 ð@ DD 0 Mass Fuel:! 1v@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1h)(? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1] .? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^{iU? DDL m^3  ! Fuel Tank *v@ D  **'  /Sum of masses, no TPS4 $i@ DDDD D2Propellent Mass /*IӰƑ@ DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*Bџ@ D D%-gJ'Զ@ D&1#@)-51@ D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?yvR@ % D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=K:e,@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""B~Rmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E  F G H I J K L M N O P Q R  @6 Subsystem One@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Subsystem Two:B6m@ D>B6C6Subsystem Three:C6m@ D>C6D6Subsystem Four:D6m@ D>D6E666FFN Assumed ISP~ FOu@ FPsecGGQExit Exhaust Velocity%G6ʡ@DF&1#@GRm/secHHQDelta V~ H6@HRm/secIIQ O to F ratio~ I6k@IRJ JQOxidizer Density (N204)~ J6@JRkg/m^3KKQFuel Density (MMH)~ K6@KRkg/m^3LLQPropellent Density~ L6@LRkg/m^3M666MURestarts~ M:@MVN6 TPS Density~ N6~@N:kg/m^3N NUMass~ N: g@ NWkgOOULength~ O:d@ OWm PUDia~ P:T@ PWmQU ThrottlingQT80-100 QW%RX Burn Time~ RY@ RZsec*hQXRTSHoFCWRR?qA,8>@FFR:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# zG"@ Q!@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -bA $kg! Subsystem One*m@DD**  / Structure:! F%uB@ DD /Dry Vehicle Mass!*(\X@ DD> kg!Oxidizer*Htt@D **  / Floor One! .Ι@ D D  0Mass Oxidizer:2 1Htt@DHzG@ .kg  # Total Floor 1! *$l:j@ DD% -/@D &1#@) -zí6@D &1#@~ 'v@  / Floor Two! %@ DD 0 Mass Fuel:! 1ϐ{E{@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1t(R? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1k[? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *{ Ssb? DDL m^3  ! Fuel Tank *ϐ{E{@D  **'  /Sum of masses, no TPS4 ˜w@DDDD D2Propellent Mass /*&_@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:"CH@ CH@ m^2# Total Floor 2!*gH׽@ D D%-@D&1#@)-NO˞@D&1#@~ '@  / 0Each Plate area:~ "%@ m^2#*--'  5Center of Mass:) ?B @% D 0Upper TPS Area:!3kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } } } I } } } m } } } } } O        @  @                    J         ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]^Position [m] (X-axis)  FG  Half-Angle~ "@ deg,CMII_  /Structure Cg Location:# ՛#@ +dSS7 @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-Y@ $kg! Subsystem One*m@DD**  / Structure:! *fl@ DD /Dry Vehicle Mass!*pwn;7@ DD> kg!Oxidizer*`WJey@D **  / Floor One! pë@ D D  0Mass Oxidizer:2 1`WJey@DHzG@ .kg  # Total Floor 1! *`WJeَ@ DD% -vT@D &1#@) -u<%@D &1#@~ 'v@  / Floor Two! 5Fgk@ DD 0 Mass Fuel:! 1<*WAu@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 125l? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1_ J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^EN? DDL m^3  ! Fuel Tank *<*WAu@D  **'  /Sum of masses, no TPS4 e@DDDD D2Propellent Mass /*+@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!* >@ D D%-Bh\@D&1#@)-sۂ@D&1#@~ '@  / 0Each Plate area:~ *@ m^2#*--'  5Center of Mass:) ?#'!@% D 0Upper TPS Area:!3QS@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*QS@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*+eR@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*vw@DNDD***' 2Total TPS Mass:!-&S|@ DD***' !<Total Vehicle (wet) mass'= ^W@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -[ Total Floor 4\ v@D%]S@D&1#@)]z'@D&1#@~ ?2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# (\B#@ = ףp @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-hs5@ $kg! Subsystem One*m@DD**  / Structure:! ]~l@ DD /Dry Vehicle Mass!*Y@ DD> kg!Oxidizer*zT@D **  / Floor One! sn@ D D  0Mass Oxidizer:2 1zT@DHzG@ .kg  # Total Floor 1! *bZ@ DD% -: @D &1#@) -o 0^ @D &1#@~ 'v@  / Floor Two! d0@ DD 0 Mass Fuel:! 13sw@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1@? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1?\(J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *,`J? DDL m^3  ! Fuel Tank *3sw@D  **'  /Sum of masses, no TPS4 q~@DDDD D2Propellent Mass /*zI@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!*I@ D D%-}i@D&1#@)-C0D@D&1#@~ '@  / 0Each Plate area:*~jtV@ m^2#*--'  5Center of Mass:) ? @% D 0Upper TPS Area:!3V\@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*V\@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*f,i[@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*34@DNDD***' 2Total TPS Mass:!-L!q@ DD***' !<Total Vehicle (wet) mass'=D@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S oJXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"JXX??U} } m} m} m } } } } }           Model: Length [m]Half_Angle [deg] BaseMaterial Mass [kg]Cg (From front)Wet Mass System CG?$@ @@Carbon-Carbon*)ZB>¤@ Z) vy@ Z )/ve-@ Z)!H@ Z  @$@ @@  Titanium* D@Z @Z  K:e,@Z yvR@Z  @2@@@  Titanium* QA@Z zG"@Z  D'@Z *B @Z  @2@@@  Titanium* Y@Z ՛#@Z   ^W@Z #'!@Z  @2@@@  Titanium* hs5@Z (\B#@Z  D@Z  @Z  * References Titanium:Carbon composite:|>@  7 P`p GranumgranumMicrosoft Excel@OOk@#@rD FMicrosoft Excel WorksheetBiff8Excel.Sheet.89q Oh+'0H՜.+,D՜.+,H PXd lt| /  10Meter_8_Deg_3m_base_Shell10Meter_8_Deg_3m_base18Meter_4_Deg_3m_base18Meter_2_Deg_3m_base18Meter_2_Deg_5m_baseSummary#'10Meter_8_Deg_3m_base'!Print_Area)'10Meter_8_Deg_3m_base_Shell'!Print_Area#'18Meter_2_Deg_3m_base'!Print_Area#'18Meter_2_Deg_5m_base'!Print_Area#'18Meter_4_Deg_3m_base'!Print_AreaSummary!Print_Area  Worksheets Named Ranges8 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Subsystem One*m@DD**  / Structure:! 켸u@ DD /Dry Vehicle Mass!*ZB>@ DD> kg!Oxidizer*&Y䲕@D **  / Floor One!  ٶ@ D D  0Mass Oxidizer:2 1&Y䲕@DHzG@ .kg  # Total Floor 1! *&Yb@ DD% -K~@D &1#@) -r@D &1#@~ 'v@  / Floor Two! '(G@ DD 0 Mass Fuel:! 1ֺ]k@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1]iΥ? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1a? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *I(p? DDL m^3  ! Fuel Tank *ֺ]k@D  **'  /Sum of masses, no TPS4 b@DDDD D2Propellent Mass /*6oG@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*ֺ]kw@ D D%-a@D&1#@)- @D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?!H@% D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=/ve-@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } }  } } } m } } } } } S        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:~  @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -D@ $kg! Subsystem One*m@DD**  / Structure:! 3333@ DD /Dry Vehicle Mass!*ɠ@ DD> kg!Oxidizer*efiL@ D **  / Floor One! xr[@ D D  0Mass Oxidizer:2 1efiL@ DHzG@ .kg  # Total Floor 1! *efi@ DD% -q]qi@ D &1#@) -=δC@ D &1#@~ 'v@  / Floor Two!  4 ð@ DD 0 Mass Fuel:! 1v@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1h)(? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1] .? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^{iU? DDL m^3  ! Fuel Tank *v@ D  **'  /Sum of masses, no TPS4 $i@ DDDD D2Propellent Mass /*IӰƑ@ DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*Bџ@ D D%-gJ'Զ@ D&1#@)-51@ D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?yvR@ % D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=K:e,@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""B~Rmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E  F G H I J K L M N O P Q R  @6 Subsystem One@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Subsystem Two:B6m@ D>B6C6Subsystem Three:C6m@ D>C6D6Subsystem Four:D6m@ D>D6E666FFN Assumed ISP~ FOu@ FPsecGGQExit Exhaust Velocity%G6ʡ@DF&1#@GRm/secHHQDelta V~ H6@HRm/secIIQ O to F ratio~ I6k@IRJ JQOxidizer Density (N204)~ J6@JRkg/m^3KKQFuel Density (MMH)~ K6@KRkg/m^3LLQPropellent Density~ L6@LRkg/m^3M666MTRestarts~ M:@MUN6 TPS Density~ N6~@N:kg/m^3N NTMass~ N: g@ NVkgOOTLength~ O:d@ OVm PTDia~ P:T@ PVmQT ThrottlingQS80-100 QV%RW Burn Time~ RX@ RYsec*hQXRTSHoFCWRR?qA,8>@FFR:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# zG"@ Q!@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -bA $kg! Subsystem One*m@DD**  / Structure:! F%uB@ DD /Dry Vehicle Mass!*(\X@ DD> kg!Oxidizer*Htt@D **  / Floor One! .Ι@ D D  0Mass Oxidizer:2 1Htt@DHzG@ .kg  # Total Floor 1! *$l:j@ DD% -/@D &1#@) -zí6@D &1#@~ 'v@  / Floor Two! %@ DD 0 Mass Fuel:! 1ϐ{E{@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1t(R? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1k[? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *{ Ssb? DDL m^3  ! Fuel Tank *ϐ{E{@D  **'  /Sum of masses, no TPS4 ˜w@DDDD D2Propellent Mass /*&_@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:"CH@ CH@ m^2# Total Floor 2!*gH׽@ D D%-@D&1#@)-NO˞@D&1#@~ '@  / 0Each Plate area:~ "%@ m^2#*--'  5Center of Mass:) ?B @% D 0Upper TPS Area:!3kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# ՛#@ +dSS7 @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-Y@ $kg! Subsystem One*m@DD**  / Structure:! *fl@ DD /Dry Vehicle Mass!*pwn;7@ DD> kg!Oxidizer*`WJey@D **  / Floor One! pë@ D D  0Mass Oxidizer:2 1`WJey@DHzG@ .kg  # Total Floor 1! *`WJeَ@ DD% -vT@D &1#@) -u<%@D &1#@~ 'v@  / Floor Two! 5Fgk@ DD 0 Mass Fuel:! 1<*WAu@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 125l? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1_ J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^EN? DDL m^3  ! Fuel Tank *<*WAu@D  **'  /Sum of masses, no TPS4 e@DDDD D2Propellent Mass /*+@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!* >@ D D%-Bh\@D&1#@)-sۂ@D&1#@~ '@  / 0Each Plate area:~ *@ m^2#*--'  5Center of Mass:) ?#'!@% D 0Upper TPS Area:!3QS@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*QS@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*+eR@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*vw@DNDD***' 2Total TPS Mass:!-&S|@ DD***' !<Total Vehicle (wet) mass'= ^W@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# (\B#@ = ףp @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-hs5@ $kg! Subsystem One*m@DD**  / Structure:! ]~l@ DD /Dry Vehicle Mass!*Y@ DD> kg!Oxidizer*zT@D **  / Floor One! sn@ D D  0Mass Oxidizer:2 1zT@DHzG@ .kg  # Total Floor 1! *bZ@ DD% -: @D &1#@) -o 0^ @D &1#@~ 'v@  / Floor Two! d0@ DD 0 Mass Fuel:! 13sw@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1@? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1?\(J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *,`J? DDL m^3  ! Fuel Tank *3sw@D  **'  /Sum of masses, no TPS4 q~@DDDD D2Propellent Mass /*zI@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!*I@ D D%-}i@D&1#@)-C0D@D&1#@~ '@  / 0Each Plate area:*~jtV@ m^2#*--'  5Center of Mass:) ? @% D 0Upper TPS Area:!3V\@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*V\@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*f,i[@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*34@DNDD***' 2Total TPS Mass:!-L!q@ DD***' !<Total Vehicle (wet) mass'=D@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S oJXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"JXX??U} } m} m} m } } } } }           Model: Length [m]Half_Angle [deg] BaseMaterial Mass [kg]Cg (From front)Wet Mass System CG?$@ @@Carbon-Carbon*)ZB>¤@Z) vy@Z )/ve-@Z)!H@Z  @$@ @@  Titanium* D@Z @Z  K:e,@Z yvR@Z  @2@@@  Titanium* QA@Z zG"@Z  D'@Z *B @Z  @2@@@  Titanium* Y@Z ՛#@Z   ^W@Z #'!@Z  @2@@@  Titanium* hs5@Z (\B#@Z  D@Z  @Z  * References Titanium:Carbon composite:|>@  7 P`p GranumgranumMicrosoft Excel@OOk@#@> FMicrosoft Excel WorksheetBiff8Excel.Sheet.89q Oh+'0H՜.+,D՜.+,H PXd lt| /  10Meter_8_Deg_3m_base_Shell10Meter_8_Deg_3m_base18Meter_4_Deg_3m_base18Meter_2_Deg_3m_base18Meter_2_Deg_5m_baseSummary#'10Meter_8_Deg_3m_base'!Print_Area)'10Meter_8_Deg_3m_base_Shell'!Print_Area#'18Meter_2_Deg_3m_base'!Print_Area#'18Meter_2_Deg_5m_base'!Print_Area#'18Meter_4_Deg_3m_base'!Print_AreaSummary!Print_Area  Worksheets Named Rangest# 8@ _PID_HLINKSA,#,:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm:m@http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmOle {EPRINT >CompObj|fObjInfo~l n7) EMF>$J*V"F, EMF+@XXF\PEMF+"@ @ $@ !@ 0@?@     !" !" !  " !   " !   Rp Arial`M &$xw $M\oa$0naT \hArial`M &>wyOw p\Tna80 pdv% RpArial\J &$x451 $Jma$0maT lhArial`M &>wyOw  \Tma80  dv%   T|,8/@@L\Floor 1:3...TD/@@D LhSubsystem One7..*'*.GA..Tp-D)/@@-DLX236.00.....T|6e/@@6L\OxidizerA*.(.Tp-)/@@-LX751.17.....% % " !%    p  Tn/@@ LhTotal Floor 143.333 .% Tp-)m/@@-LX987.17.....% Txn/@@L\9680.23......T|v  n/@@v L\48401.16.......Tdj  n/@@j LT3.60...% " !%    Rp Arialaů0&$xw $Jpa$0aT LhArial`M &>wyOwt \Ta80t dv% %   T|G,/@@GL\Floor 2:3...T /@@ L`Fuel Tank3..4..+Tp-) /@@-LX347.77.....Tp/@@ LhSubsystem Two7..*'*.G4;.Tp-)p/@@-LX236.00.....% % " !%   {   T{/@@y LhTotal Floor 243.333 .% Tp-|)/@@-|LX583.77.....% Tx{/@@yL\5724.41......T|v { /@@v yL\28622.04.......Tdj { /@@j yLT7.20...% " !%    %   T|,/@@L\Floor 3:3...Ty/@@LlSubsystem Three7..*'*.G4...Tp-)y/@@-LX236.00.....T/@@LhSubsystem Four7..*'*.G3..Tp-)/@@-LX236.00.....% % " !%    J  TH/@@ LhTotal Floor 343.333 .% Tp-)G/@@-LX472.00.....% TxH/@@L\4628.43......T|v  H/@@v L\23142.16.......Tl<  H/@@< LX11.00....% " !%    %   T|1,/@@1L\Floor 4:3...T  /@@LlScience Package7*..*.7.*+...Tp-) /@@-LX118.00.....T8 bh /@@8 LtPropulsion subsystem7...*..*..*'*.GTp- )h /@@- LX354.00.....% % " !%   s    Ts  /@@o LhTotal Floor 443.333 .% Tp-s ) /@@-r LX354.00.....% Txs  /@@o L\3471.32......T|v s /@@v o L\17356.62.......Tl< s /@@< o LX18.00....% " !%    % % % % % " !%   % %   T;/@@;LhMass PlacementG...7...J.3% % % % % % % % % % % " !%    % % % % % %   T; e/@@;Ll5G Acceleration .A9.... .33Tq+ /@@q L`Force [N]od33 ..<% % % % % % % % % % % " !%   :% % % % % %   Tie/@@iLl1G Acceleration .A9.... .33TqY/@@q L`Force [N]33 ..<% % % % % % % % % % % " !%     % % % % % %   T  e/@@  LhPosition [m] ge73.33JT|k q /@@k qL\(X-axis)7...% % % " !%   :  T;(/@@; L`Mass [kg]exG....3% " !%    % " !%    '%   Ld  !??% ( &%  6 % Ld    !??% : 6: % Ld: : :  !??%  6 % Ld    !??%  6 % Ld  !??'% Ld    !??Ld   !??% ( %  6 % Ld   !??%  ?6 ?% Ld ? ? ? !??%  6 % Ld    !??%  6 % Ld    !??%  t6 t% Ld t t t !??%  6 % Ld    !??%  B6 B% Ld B B B !??%  6 % Ld    !??%  6 % Ld    !??%  w6 w% Ld w w w !??%  6 % Ld    !??%  K6 K% Ld K K K !??%  6 % Ld    !??%  6 % Ld    !??%  6 % Ld    !??%  6 % Ld    !??%  N6 N% Ld N N N !??%  6 % Ld    !??%  6 % Ld    !??%  6 % Ld    !??%   6  % Ld      !??%  o 6 o % Ld o  o o  !??'% Ld   !??% ( % " !%    % " !%    '%   Ld  !??Ld   !??Ld  !??Ld    !??% % ( ( ( ( " F4(EMF+*@$??FEMF+@ Workbook4SummaryInformation(DocumentSummaryInformation84_1132368857@96>@)`K@jTL      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{'+ ɀBa=  G=xKx<821Arial1Arial1Arial1Arial1Arial1Arial1Arial1 Arial1Arial1 Arial1$Arial1 Arial1Arial"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)7*2_("$"* #,##0_);_("$"* \(#,##0\);_("$"* "-"_);_(@_).))_(* #,##0_);_(* \(#,##0\);_(* "-"_);_(@_)?,:_("$"* #,##0.00_);_("$"* \(#,##0.00\);_("$"* "-"??_);_(@_)6+1_(* #,##0.00_);_(* \(#,##0.00\);_(* "-"??_);_(@_)                + ) , *           @   $   @  @@  @   @ "0@   (@  (   $  @  ,  $    $  `     ,  (  $@  ,@  ,  ,@   ,  l@  , @  $@ @  ,@ @  ,@ @  4@ @  d@ @ (  8 @  <  (  ,  Q"0@ "0 8@@ 8@  "<@@  "<  @  "< @  "< 8@ 8 <  @ < 8@ 8  $@ @  4@ @  4!@ @  $@ @  $!@ @ #0@ @  d@ @  !@ @  d!@ @  d!@ @  d!@ @  d!!@ @  ( @  $  , <  @ <  #10Meter_8_Deg_3m_base_ShellB10Meter_8_Deg_3m_basecv18Meter_4_Deg_3m_base18Meter_2_Deg_3m_base18Meter_2_Deg_5m_baseSummary&  ;   ;   ;   ;   ;   ; T*kScience Package:Mass Galileo with fuel Fuel mass w/out fuel$Total Systems: (no science, no fuel)%Divide systems into five easy pieces:Power SubsystemPropulsion SubsystemCommunications: Computation and Data Subsystems: Attitude and Control Subsystems: Mass [kg]1G Acceleration Force [N]5G Acceleration Force [N]Structure mass Assumed ISPsecExit Exhaust Velocitym/secDelta VPropellent Mass kgDry Vehicle MassPropellent Densitykg/m^3Propellent Volume:m^3 O to F ratioSource for fuel information:?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmEncylocpedia Astronautica Volume FuelVolume OxidizerOxidizer Density (N204)Fuel Density (MMH)Mass Oxidizer: Mass Fuel:Total Vehicle (wet) mass Total Floor 1Floor 2:Floor 1: Total Floor 2Floor 3: Total Floor 4 Total Floor 3Floor 4:Oxidizer Fuel TankPropulsion subsystemScience Package Calculate Cg:Structure Cg Location: Structure: Position [m] Floor One Floor Two Floor Three Floor FourMoment Arms (from fore)Sum of masses, no TPSCenter of Mass:Mass*dist [Kg*m] Subsystem One Subsystem TwoSubsystem ThreeSubsystem Fourm^2 TPS DensityUpper TPS Area:Lower TPS Area:Upper TPS ThicknessmLower TPS ThicknessEach Side (1/2 tube) area:Each Plate area:Upper TPS mass:Lower TPS mass:Total TPS Mass:Model: Length [m]Half_Angle [deg]MaterialCg (From front)Wet Mass System CGCarbon-Carbon* Titanium* * References Titanium:Carbon composite:BaseLength Half-Angle Base-WidthdegMass PlacementSubsystem Two:Subsystem Three:Subsystem Four:RestartsMassDia Throttling80-100% Burn TimePosition [m] (X-axis)rT <G}5<AN ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:#  vy@  ߉Y/@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-ZB>¤@ $kg! Subsystem One*m@DD**  / Structure:! 켸u@ DD /Dry Vehicle Mass!*ZB>@ DD> kg!Oxidizer*&Y䲕@D **  / Floor One!  ٶ@ D D  0Mass Oxidizer:2 1&Y䲕@DHzG@ .kg  # Total Floor 1! *&Yb@ DD% -K~@D &1#@) -r@D &1#@~ 'v@  / Floor Two! '(G@ DD 0 Mass Fuel:! 1ֺ]k@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1]iΥ? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1a? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *I(p? DDL m^3  ! Fuel Tank *ֺ]k@D  **'  /Sum of masses, no TPS4 b@DDDD D2Propellent Mass /*6oG@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*ֺ]kw@ D D%-a@D&1#@)- @D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?!H@% D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=/ve-@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } }  } } } m } } } } } S        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ $@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ " @ deg,CMIIK  /Structure Cg Location:~  @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -D@ $kg! Subsystem One*m@DD**  / Structure:! 3333@ DD /Dry Vehicle Mass!*ɠ@ DD> kg!Oxidizer*efiL@ D **  / Floor One! xr[@ D D  0Mass Oxidizer:2 1efiL@ DHzG@ .kg  # Total Floor 1! *efi@ DD% -q]qi@ D &1#@) -=δC@ D &1#@~ 'v@  / Floor Two!  4 ð@ DD 0 Mass Fuel:! 1v@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1h)(? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1] .? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^{iU? DDL m^3  ! Fuel Tank *v@ D  **'  /Sum of masses, no TPS4 $i@ DDDD D2Propellent Mass /*IӰƑ@ DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ "£@ m^2# Total Floor 2!*Bџ@ D D%-gJ'Զ@ D&1#@)-51@ D&1#@~ '@  / 0Each Plate area:"]FxK>@ m^2#*--'  5Center of Mass:) ?yvR@ % D 0Upper TPS Area:!3YK@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*YK@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*A BJ@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*iƢp@DNDD***' 2Total TPS Mass:!-:t@ DD***' !<Total Vehicle (wet) mass'=K:e,@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""B~Rmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E  F G H I J K L M N O P Q R  @6 Subsystem One@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Subsystem Two:B6m@ D>B6C6Subsystem Three:C6m@ D>C6D6Subsystem Four:D6m@ D>D6E666FFN Assumed ISP~ FOu@ FPsecGGQExit Exhaust Velocity%G6ʡ@DF&1#@GRm/secHHQDelta V~ H6@HRm/secIIQ O to F ratio~ I6k@IRJ JQOxidizer Density (N204)~ J6@JRkg/m^3KKQFuel Density (MMH)~ K6@KRkg/m^3LLQPropellent Density~ L6@LRkg/m^3M666MTRestarts~ M:@MUN6 TPS Density~ N6~@N:kg/m^3N NTMass~ N: g@ NVkgOOTLength~ O:d@ OVm PTDia~ P:T@ PVmQT ThrottlingQS80-100 QV%RW Burn Time~ RX@ RYsec*hQXRTSHoFCWRR?qA,8>@FFR:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# zG"@ Q!@ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass~ -bA $kg! Subsystem One*m@DD**  / Structure:! F%uB@ DD /Dry Vehicle Mass!*(\X@ DD> kg!Oxidizer*Htt@D **  / Floor One! .Ι@ D D  0Mass Oxidizer:2 1Htt@DHzG@ .kg  # Total Floor 1! *$l:j@ DD% -/@D &1#@) -zí6@D &1#@~ 'v@  / Floor Two! %@ DD 0 Mass Fuel:! 1ϐ{E{@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1t(R? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1k[? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *{ Ssb? DDL m^3  ! Fuel Tank *ϐ{E{@D  **'  /Sum of masses, no TPS4 ˜w@DDDD D2Propellent Mass /*&_@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:"CH@ CH@ m^2# Total Floor 2!*gH׽@ D D%-@D&1#@)-NO˞@D&1#@~ '@  / 0Each Plate area:~ "%@ m^2#*--'  5Center of Mass:) ?B @% D 0Upper TPS Area:!3kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -# Total Floor 4* v@D%-S@D&1#@)-z'@D&1#@~ '2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@111:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M\\blackwolf\gris380chp$S odXXLetterPRIV0''''` \KhC}/}TRJPHAAMERCHANM BAPHAA"dXX??U} $}  } } } I } } } m } } } } } O        @  @                    J         ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]]Position [m] (X-axis)  FG  Half-Angle~ "@ deg,CMII^  /Structure Cg Location:# ՛#@ +dSS7 @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-Y@ $kg! Subsystem One*m@DD**  / Structure:! *fl@ DD /Dry Vehicle Mass!*pwn;7@ DD> kg!Oxidizer*`WJey@D **  / Floor One! pë@ D D  0Mass Oxidizer:2 1`WJey@DHzG@ .kg  # Total Floor 1! *`WJeَ@ DD% -vT@D &1#@) -u<%@D &1#@~ 'v@  / Floor Two! 5Fgk@ DD 0 Mass Fuel:! 1<*WAu@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 125l? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1_ J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *^EN? DDL m^3  ! Fuel Tank *<*WAu@D  **'  /Sum of masses, no TPS4 e@DDDD D2Propellent Mass /*+@DDHDGA kg! Subsystem Two*m@DA**'/ #0Each Side (1/2 tube) area:~ *B@ m^2# Total Floor 2!* >@ D D%-Bh\@D&1#@)-sۂ@D&1#@~ '@  / 0Each Plate area:~ *@ m^2#*--'  5Center of Mass:) ?#'!@% D 0Upper TPS Area:!3QS@ DD m^2#*--' 4Upper TPS Thickness*Mb`? +mFloor 3:***' 4Lower TPS Area:!*QS@ DD m^2!Subsystem Three*m@D@**' 4Lower TPS Thickness~ *? +m!Subsystem Four*m@DC**' /Upper TPS mass:'*+eR@DNDD # Total Floor 3!*}@ DD%-On@D&1#@)-ףp=@D&1#@~ '&@   /Lower TPS mass:'*vw@DNDD***' 2Total TPS Mass:!-&S|@ DD***' !<Total Vehicle (wet) mass'= ^W@DDD >kgFloor 4:***' !Science Package*]@D=**' *!Propulsion subsystem!* v@ DAD**' -Z Total Floor 4[ v@D%\S@D&1#@)\z'@D&1#@~ ?2@   *%%%( **"" **"" BX"""BRmwe_cn""" # $ & ' ( ) * + , 2 5  6 7 8 9 : ; < = > ? "#""" #""" $ &"""" '"""" ("""" )"""" *"""" +"""" ,"""" 25%6Source for fuel information:6&"7!Encylocpedia Astronautica7"""H8@?http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm8AA"9""":6Mass Galileo with fuel~ :6^@:6;6 Fuel mass~ ;6@;6<6 w/out fuel!<6H@ D:D;<6=6Science Package:~ =6]@=6->7$Total Systems: (no science, no fuel)!>6p@ D<D=>6.?8%Divide systems into five easy pieces:?660 =:`C6N=h@ A B C D E F G H I J K L M N @6Power Subsystem@6m@ D>@6A6Propulsion SubsystemA6m@ D>A6B6Communications:B6m@ D>B6)C6 Computation and Data Subsystems:C6m@ D>C6)D6 Attitude and Control Subsystems:D6m@ D>D6 E666F6 Assumed ISP~ F9u@ F9secG6Exit Exhaust Velocity%G6ʡ@DF&1#@G6m/secH6Delta V~ H6@H6m/secI6 O to F ratio~ I6k@I6 J6Oxidizer Density (N204)~ J6@J6kg/m^3K6Fuel Density (MMH)~ K6@K6kg/m^3L6Propellent Density~ L6@L6kg/m^3 M666N6 TPS Density~ N6~@N:kg/m^3"INIZZ6]41E@@>@:88 7888yK @http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htmyK http://www.friends-partners.ru/partners/mwade/props/n2o4mmh.htm ɀ  dMbP?_*+%M \\blackwolf\gris360bhp S odXXLetterPRIV0''''T\KhC]F4TRJPHAAJRKADM"dXX??U} $}  } }  } } } m } } } } } O        @  @                    J        ;;;;;;;;; ;;;;;;;;; ;;;;;;;;; ;;;;;;;;;  D Calculate Cg: ELength~ 2@  m,BMass PlacementL Mass [kg]"H1G Acceleration Force [N]"H5G Acceleration Force [N]J Position [m]  FG  Half-Angle~ "@ deg,CMIIK  /Structure Cg Location:# (\B#@ = ףp @ Base-Width~ "@ mFloor 1:***   /Moment Arms (from fore) Mass*dist [Kg*m]#Structure mass-hs5@ $kg! Subsystem One*m@DD**  / Structure:! ]~l@ DD /Dry Vehicle Mass!*Y@ DD> kg!Oxidizer*zT@D **  / Floor One! sn@ D D  0Mass Oxidizer:2 1zT@DHzG@ .kg  # Total Floor 1! *bZ@ DD% -: @D &1#@) -o 0^ @D &1#@~ 'v@  / Floor Two! d0@ DD 0 Mass Fuel:! 13sw@ DD  .kg ***'  / Floor Three! H@ DD 0Volume Oxidizer! 1@? D DJ .m^3 ***'  / Floor Four! @ DD 0 Volume Fuel! 1?\(J? D DK .m^3  Floor 2: ***'/  /Propellent Volume:! *,`J? DDL m^3  ! Fuel Tank *3sw@D  **'  /Sum of masses, no TPS4 q~@DDDD D2Propellent Mass /*zI@DDHDGA kg! 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" !  0 q" !  0 qRp Arialů0&$xw $MX9$08T ,FhArial`M &>wyOw D\T880 Ddv% % " !%   0 g  Teg@j@ L`Parameters7. .J.. .T6eg@j@ L`Fuel tank 33..3.T)eg@j@ LhOxidizer Tank@A.3*. 4.3.T eg@j@LhPressure Tanks7 ...3 .4.3..% " !%   0 q% " !%   o0   Toxg@j@m L`Radius [m]<.33.JT`;og@j@;mLT0.2e..T`oRg@j@mLT0.2..T|/ o g@j@/ mL\0.575825.......% " !%   0 q% " !%   0 5  Ty3g@j@ L`Length [m]3.333JTp3g@j@LX3.0099.....Tp3g@j@LX3.0362.....TX  3g@j@ LPNA<9% " !%   0 q% " !%   =0   T$= g@j@$;LtThickness of Al [m]e43..3...39JT|=g@j@;L\8.88E-04...7..T|q=g@j@q;L\8.96E-04...7..Tp] =Y g@j@] ;LX0.0081.....% " !%   0 q% " !%   0   Tg@j@ LdVolume [m^3]733J.J0.Tl g@j@ LX1.637....Tpg@j@LX1.6474.....Tp] Y g@j@] LX0.6026.....% " !%   0 q% " !%    5j  T 3hg@j@ LtStructural mass [kg]7 3.3 .J....3% " !%    0 j  Tp hg@j@ LX1.2476.....Tp hg@j@ LX1.2445.....TxF p hg@j@F L\93.1078......% " !%   0 q% ( " F4(EMF+*@$??FEMF+@ CompObjfObjInfo$'WorkbookN+SummaryInformation(&( Oh+'0@H\p  rnavarr3  rnavarr3 Microsoft Excel@VA@M:q՜.+,0 PX  Engineering Computer Networkr \prnavarr3 Ba=03=--p<X@"1Arial1Arial1Arial1Arial1Arial"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)7*2_("$"* #,##0_);_("$"* \(#,##0\);_("$"* "-"_);_(@_).))_(* #,##0_);_(* \(#,##0\);_(* "-"_);_(@_)?,:_("$"* #,##0.00_);_("$"* \(#,##0.00\);_("$"* "-"??_);_(@_)6+1_(* #,##0.00_);_(* \(#,##0.00\);_(* "-"??_);_(@_)                + ) , *  " "  " `Sheet1T Parameters Fuel tank Oxidizer TankPressure Tanks Radius [m] Length [m]Thickness of Al [m] Volume [m^3]Structural mass [kg]NA P   dMbP?_*+%M\\GREYWOLF\GRIS360BHP$S odXLetterPRIVB0''''` \KhC3TRJPHAARNAVARR3 BAPHAA"dX??U} }  } } }      4@4@(m? ׁsF@9#J@  3M?\M?ǘ? x&1?6[?*:H? gj+?x?1FW@x86@DDD>@7 DocumentSummaryInformation81Table,cSummaryInformation(+DocumentSummaryInformation8-$ Sheet1  WorksheetsOh+'0 $ @ L X dpxMars Aero-Gravity Assist.arshecklereckeckNormalheckler12kMicrosoft Word 10.0@J6@++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++,'ܶvQ_z6TY6"RZ$C^J[J+v*F@$CzUڼy9$RA 6l@[$ZxGA`˞hpth4F`LAY}k8 w_s5V&6ER`aI0:Ha4mh4F@#0h0hNs{)Mz/>-'^ȻŬ}2]fr:d@pulPimx]ݑ욱hF Nm\~e| CgrXe0IXI%xmq8;xט@ܨ1QHqO6U8-+O??AHD/%Q x'zT'wfF!# om F@#hʄ ev[;x`X5e0`8Jus|8wX dFt`廓m}ms}rZm{ٹ|rO5E3Vh@"98Xee()x,FdT-FhVE/Q yq=OXapM&m/w|M,Ux uNi g@"p@PFe|Hw$ &@SHr.r G^4F@#[4O]s_"Zx$3B>K¡@ʻCO#\g b0b$Rl1kEG*P> ︁G~x՞R'#EDZBP @$O|uhG"spoP`uǴK.<Y*TFǟ@ p)H"#qF}G$vyh $E I@A"Q><ǻ5F@#82~ 嗩J2!#J ^^ڽ_1Bz'rW×΁R8m=ZTD#h4F@#0гi4F@#h4}F@#h4F`#y$`}{F@#h4c@@cMh4F@#h0;XߞF@#h4F;\6!IENDB`$$If!vh5L5L#vL:V4l t065L$$If!vh5L5L#vL:V4l t065L$$If!vh5L5L#vL:V4l t065L$$If!vh5L5L#vL:V4l t065L$$If!vh5L5L#vL:V4l t065L$$If!vh5L5L#vL:V4l t065LDd z = c $A8? ?s"*`?}".7D4r6 }Z$i@=.7D4r6 }TTgj1?xX_hU?7ڤv2F6\b}U|qmjז.N|ȣ ""(DAP!/='0_ wnmNo/U{wι2yCTPG>#J< qRB\Q .tH<JsL@2!sG39yk4n=^'L#gN$4jmoKYs6q3fEX7yb-+6~h]+oieW#ķ*ŸQU'KƲ  ˋl^Tֻ'<3zN7^㹊IX׾_"bv{5ŀޏzMĦgtj6w;~wҦs!]=T}yeu~ ^S[4rs nK>yXp5m,^'64^^nyFN.O R%}zeſ=.ZV.I)"̺a%#?}LewJ c $A9? ?s"*`?~"dBL!'9"7`$i@=dBL!'9"7g^??xYMl[E8v*!=5DiiES;Hr -& BB~K)>PPUH @TDD>TDp@ q!|γ"JSm8D3bWѧuDD}Ligxts``b;jA4d£4΢枅x*LlA?n*({ fooo>< smH mWjn+k8kh ܽCmX-yؑsێ@~ʙk[j̆JFSʈXkMtڗ|݄WQ7fyc* %4q>aiP'}ۏ/]}w/uWUfC\u/:a}"i~Mg^C-ܴnon#3,WWWEMưsl7O(ϭO^GN1T6n17ZWCq;h~"*b?l82d26>׺g~'uCzӹ&:OCa`k]@^-`_| k kR#Zxh]ćk'^|J}89b< /A]殲+< F-2fyɰuM>v=[sXxET~1==QcaQ߈X2ε>,rs_~ЃC۷op8 bB!0111 vI>> D"0 6m"DBii)$L&+((ؽ{BzRR$Vŧ:ta… v +++5 R___RRrV, vA·+ZZ D"@>"T*gP(Dccc3//RO%+fxĻjÇtZ, \.ã"@E"@ D`5L& xb1RiQQx6 XmEAW`%x_"!Hw"  ' >"@4 ܇v,Xh"hANg0f32\WW?p8*pA "aŽOJ춯{!h!'|b郈 DK?EFk~z/r pBBK@W XyuWI$\ʗ\=6 sи DBCCUW]{k߾}'OD + I0L:Fp27 }«ĆV&]0h7;"@#FGGoVUU=#=B* P;@|2 uy5p  =3GNt tBk:R"@ D `ҥH2Վ 80TdckO7kkk1'"P@"??P1}N a%3|^qMBp*J!!f H|?P94Ċ@?D=(. 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