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2 cards from this section. Quick, good the night before a test.
What happens to the velocity at the wall in turbulent flow?
Consider the boundary condition at the wall.
Define turbulent flow in one sentence.
Think about how it compares to laminar flow.
What is the velocity at the wall in turbulent flow?
Think about real-world applications near pipe walls.
The logarithmic profile is suitable for all types of surfaces.
Consider where this profile is derived from.
A pipe's diameter is 15 cm. The velocity at 3 cm from the wall is found to be 50% greater than at 1 cm. Calculate the roughness coefficient k.
Set up comparative equations and remember to account for flow interactions.
Another rough pipe has velocity readings of 10 m/s at 2 cm and 14 m/s at 5 cm from the wall. Derive the k value for engineering applications.
Utilize percentage increases effectively in your final equations.
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