Problem 6. Two immiscible fluids are contained between two infinite parallel plates. The plates are separated by distance 2h, and the two fluid layers are of equal thickness h. The dynamic viscosity of the upper layer (fluid B) is three times that of the lower layer (fluid A). Find the velocity at the interface if the lower plate is stationary and the upper plate moves at constant speed, U = 20 ft/s. Assume laminar flows, and that the pressure gradient in the direction of flow is zero.

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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Problem 6. Two immiscible fluids are contained between two infinite parallel plates. The plates are separated by
distance 2h, and the two fluid layers are of equal thickness h. The dynamic viscosity of the upper layer (fluid B) is three
times that of the lower layer (fluid A). Find the velocity at the interface if the lower plate is stationary and the upper
plate moves at constant speed, U = 20 ft/s. Assume laminar flows, and that the pressure gradient in the direction of
flow is zero.
Transcribed Image Text:Problem 6. Two immiscible fluids are contained between two infinite parallel plates. The plates are separated by distance 2h, and the two fluid layers are of equal thickness h. The dynamic viscosity of the upper layer (fluid B) is three times that of the lower layer (fluid A). Find the velocity at the interface if the lower plate is stationary and the upper plate moves at constant speed, U = 20 ft/s. Assume laminar flows, and that the pressure gradient in the direction of flow is zero.
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