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Potential flow

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== Governing equations ==
== Governing equations ==
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== External Links ==
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* [http://simscience.org/fluid/red/superpos.html Applet Simulating 2D Potential Flow]

Revision as of 13:09, 1 October 2008

A flow in which vorticity is zero is called potential flow, or irrotational flow. Since the vorticity is zero


\omega = \nabla \times u = 0

it implies that the velocity is the gradient of a scalar field called the velocity potential, and usually denoted as \phi


u_i = \frac{\partial \phi}{\partial x_i}

At high Reynolds numbers, flow past slender bodies is attached (no boundary layer separation) and the boundary layers are thin. In such situations vorticity is confined to the thin boundary layers and the rest of the flow is irrotational.

Governing equations

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