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3 cards from this section. Quick, good the night before a test.
Define rotational flow in your own words.
Think about fluid particles moving in circles.
What is irrotational flow?
It means no local rotation at all.
In rotational flow, at least one angular velocity component is non-zero.
Think of the definition of rotation.
Vorticity is defined as twice the angular velocity.
Remember the formula involving angular velocities.
Given a velocity field defined by u = 2xy, v = x^2 - 2y, calculate the vorticity and interpret its physical meaning.
Differentiate u and v!
Consider a flow with angular velocities ω_x = 0.3, ω_y = 0.2, and ω_z = 0.1. Determine if this flow is rotational or irrotational and justify your answer.
Refer back to the definitions discussed.
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