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This applet simulates potential flows, either by solving for the potential using boundary conditions and iteratively solving Laplace's equation
(for vertical wall, diagonal wall, square, and diamond) or by the superposition of elementary potential flows
into known configurations (for circle, half-plane, and rankine oval).

In theory, potential flows about arbitrary shapes should be able to be simulated by imposing boundary conditions,
but getting curved surfaces working is a bit tricky.

Note that only the boundary condition flows use iterations, so changing the number won't affect the superpositions of elementary flows.
Also, equipotentials aren't functional yet, and the stream function is only shown for the superpositions of elementary flows.

Last updated 6/24/09

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