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A fluid with a density of 2000 kg/m flows steadily between two flat plates. The bottom plate is fixed and the top one moves at a constant speed in the x direction. The velocity is where y is in meters. The acceleration of gravity is . The only nonzero shear stresses, , are constant throughout the flow with a value of 5 N/m. The normal stress at the origin (x = y = 0) is s . Use the x and y components of the equations of motion to determine the normal stress throughout the fluid. Assume that .
Since is equal to 1 and is equal to 0.1, is equal to 0.01
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