Energy equation vs bernoulli equation
[DOC File]III - Auburn University
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The Bernoulli Equation. The Bernoulli equation is an equation that is closely related to the energy equation and is useful in the analysis of many flows. The most common application is for steady, incompressible, frictionless flow between two points along a stream line. For these conditions, Bernoulli’s equation becomes
[DOC File]EIT Review: Thermodynamics Dr. S. M. Howard
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The Bernoulli equation is an overall energy balance for laminar-flowing fluid streams which assumes that there is no frictional loss or energy input. It accounts for expansion type work, kinetic energy, and potential energy. These terms appear below in that order. The density is , V is the AVERAGE velocity, and Z is the elevation.
[DOC File]Air Flow, Air Systems, Pressure, and Fan Performance
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Bernoulli equation. Bernoulli's equation in its simple form shows that, for an elemental flow stream, the difference in total pressures between any two points in a duct is equal to the pressure loss between these points, or: (Pressure loss)1-2 = (Total pressure)1 - (Total pressure)2. Conservation of momentum
[DOC File]APA 5th Edition Template
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Bernoulli Equation Modifications. Daniel Bernoulli suggested in the 1700’s that the total pressure of a fluid in a pipe is equal to the static pressure plus the kinetic energy and the potential energy. This relationship is well known and published in every physics textbook2. Equation 6: Pe + ½ ρv2 + ρgh = total pressure = Constant. Where;
[DOC File]TOPICS TO COVER IN CLASS
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Bernoulli’s equation can be used to derive the general form of the equation for a differential head meter. The final form, given below, is the result of some simplification. Flow in a differential head meter (venturi, nozzle, or orifice) can be estimated as:
[DOC File]Fluids
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VII. Bernoulli’s Equation. Bernoulli’s equation is a consequence of applying conservation of energy to a fluid. Consider a fluid flowing through a pipe as shown below. The work done on the fluid by an external force F1 in displacing the fluid by (x1 is . The work done on the fluid by an external force F2 as the fluid is displaced by (x2 is
[DOC File]Chapter 5 Pressure Variation in Flowing Fluids
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Comparison of Energy Equation and Bernoulli Equation. Apply energy equation to a stream tube without any shaft work. Energy eq : (If hL = 0 (i.e., ( = 0) we get Bernoulli equation and conservation of mechanical energy along a streamline (Therefore, energy equation for steady 1-D pipe flow can be interpreted as a modified Bernoulli equation to ...
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