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Pattern formation and KPP equation

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Solve KPP equation by finite difference method to generate 2D patterns.

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This 15-line matlab program solves the nonlinear reaction
diffusion equation, called Kolmogorov-Petrovskii-Piskunov
(KPP) equation to generate patterns (ribbons and rings).
The numerical method is simple and program is easy to
understand, and it can be extended to simulated
more complex systems. The snapshot was generated by pattern(400);

Comments and Ratings (4)

Eureka Ocean

I cannot see your file.
Thanks.

Xin-She Yang

Xin-She Yang (view profile)

Thanks. Here is a link to the web site on pattern formation by Prof. Michael Cross
http://crossgroup.caltech.edu/Patterns/SwiftHohenberg.html
which has a few excellent Java demos.

Ben Petschel

Very nice! Could you recommend any free web resources on the subject?

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