Solve for u as a function of y as done in the class for

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Reference no: EM13622231

Consider incompressible viscous flow between two very long plates, separated by a distance h. The bottom plate is stationary, while the top plate moves at a velocity of V. The flow is subjected to a constant pressure gradient dp/dx.

Show that reversed flow (u < 0) will occur near the lower flat plate, whenever the parameter {h2/(2mV)} dp/dx is greater than unity.

Solve for u as a function of y, as done in the class for Couette flow. Determine when the velocity slope du/dy becomes negative at the lower plate.

Reference no: EM13622231

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