Two 10-cm wide plates are separated by a distance of 5cm. the upper plate is mov

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Two 10-cm wide plates are separated by a distance of 5cm. the upper plate is moving to the right with a constant velocity of 3 m/s. the lower plate is moving to the left with a constant velocity of 6 m/s. the gap is filled with an oil with SG=0.7 and viscosity=0.1 Ns/m^2. Make a clear sketch of the (linear) velocity profile u = my + c, use two boundary conditions for velocity at the walls to find the specific equation for the velocity profile for this particular situation (i.e., find m and c for this problem.) So the equation for the velocity profile is: Use the velocity profile equation to find the y-location where the flow velocity in the channel is zero. U(y)= -60 y+6

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