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2 cards from this section. Quick, good the night before a test.
Define the wall shear stress in fluid mechanics.
Think about the forces acting at the boundaries of flow.
What is a stream function?
Can you relate it to potential functions?
What do the Navier-Stokes equations primarily describe?
Focus on the primary function of the equations regarding flow.
Shear stress is primarily a function of which property?
Think of the relationship between viscosity and motion.
Calculate the average velocity from a given velocity field expressed as a function of position across a specified area. Assume a velocity equation for clarity.
Look for the relationship between integration and area.
Under which conditions does vorticity arise in a fluid flow? Illustrate with examples of where it might occur.
Consider examples in daily life where fluid parts can spin.
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