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The moving grid finite element method applied to biological problems

Abstract:
This paper seeks to present a novel numerical technique, the moving grid finite element method, to solve generalised Turing reaction-diffusion type models on continuously deforming growing domains. Applications to bivalve ligaments and pigmentation colour patterns in the wind of the butterfly Papilio dardanus will be considered, by way of examples.

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Publication date:
2002-11-05
URN:
uuid:27e0d2a0-bae9-4777-88ab-f9314875291f
Local pid:
oai:eprints.maths.ox.ac.uk:1209

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