SP-1) Derive the z-momentum equation in 3D starting with the non-conservation form of F=ma and substitute the shear stre

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SP-1) Derive the z-momentum equation in 3D starting with the non-conservation form of F=ma and substitute the shear stre

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Sp 1 Derive The Z Momentum Equation In 3d Starting With The Non Conservation Form Of F Ma And Substitute The Shear Stre 1
Sp 1 Derive The Z Momentum Equation In 3d Starting With The Non Conservation Form Of F Ma And Substitute The Shear Stre 1 (33.96 KiB) Viewed 35 times
SP-1) Derive the z-momentum equation in 3D starting with the non-conservation form of F=ma and substitute the shear stresses and the full derivative to give the equation for incompressible flow. In other words, using the finite block of fluid with all the body and shear stresses, derive the momentum equation the z-direction SP-2) Using the equation you derived in problem sp-1, given hydrostatic, steady-state, incompressible flow, determine/derive the change in pressure in the 2-direction. (Hint: dp/dz is an ordinary differential equation). (Final Answer: AP=yAz unote you may have a negative sign depending on your coordinate system)
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