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This lecture handout was provided by Prof. Anirvan Khan at National Institute of Industrial Engineering for Fluid Mechanics. It includes: Application, Momentum, Derivation, Substantial, Dependence, Velocity, Location, Particular, Spatial, Combustion
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Lecture F7 Mud: Momentum Flow, Momentum Conservation (34 respondents)
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∂p − ρgx − (Fx)viscous = 0 ∂t ∂x It’s equal to zero because I moved all the terms to the lefthand side. This in effect says d(mau) − Fx = 0 dt The first two terms represent the x-component of d(maV )/dt for the mass inside control volume before the impulse. The last three terms represent x-component of F.