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3 cards from this section. Quick, good the night before a test.
Define the term 'Navier-Stokes Equations.'
Think about the basic principles governing fluid dynamics.
What is 'Irrotational Flow'?
Consider the meaning of vorticity in fluid context.
What do Navier-Stokes equations describe?
Think about what behavior these equations model in different fluid scenarios.
Continuous flow means it satisfies which equation?
What does the continuity equation state about mass flow rates?
Consider a scenario where a fluid flows through a pipe with varying diameters. Describe how pressure gradients vary and derive the equations.
Think about how diameter changes affect velocity and continuity.
Given a velocity potential function phi = x^2 + y^2, derive the velocity components and assess whether this flow is irrotational.
What does the condition of irrotational flow require?
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