岡山大学環境理工学部研究報告 ISSN 2187-6940
Published by Faculty of Environmental Science and Technology, Okayama University

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チューリングモデルにおける2次の反応項のパターンに与える影響

Yamauchi, Ken-ichi
Abstract
The effect of the quadratic term on the final pattern in Turing model is disscussed numerically. Turing models are non linear reaction diffusion equations. Linear analysis for wave length is very useful to find evolving waves. But when a quadratic term appear in the equation, an initial wave can disappears and changes drastically to a spot which is independent of linear analysis.
Keywords
Turing instability
Reaction Diffusion equation
Quadratic term
ISSN
1341-9099
NCID
AN10529213