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We wish to investigate the vorticity for a steady state Couette flow, hence flow between two flat plates, without a pressure gradient. The plates
We wish to investigate the vorticity for a steady state Couette flow, hence flow between two flat plates, without a pressure gradient. The plates lie in the x-z plane. The bottom plate, located at y=-5 m is stationary while the top plate, located at y-5 m is moving with velocity u =(50,0,0) m/s. The fluid has density p=1000 kg/m and dynamic viscosity p=103 Pa s. What is the vorticity magnitude on the top wall? Considering the vorticity transport equation, find the following: What is the magnitude of the advection of vorticity term on the top wall? What is the magnitude of the vortex stretching term on the top wall? What is the magnitude of V2 on the top wall? Provide your answers in SI units to the nearest integer. 4
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