反応拡散系のダイナミックス

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タイトル別名
  • Dynamics of Reaction and Diffusion
  • ハンノウ カクサンケイ ノ ダイナミックス

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抄録

The development of macroscopic forms or patterns is a charcteristic of nonequilibrium open systems, including living organisms, ecosystems, inorganic chemical reactions and fluid systems. For a certain class of these phenomena, a set of parabolic partial defferential equations called reaction-diffusion equations works well as a model or a metaphor. In this article, some basically important spatio-temporal patterns exhibited by reaction-diffusion equations are summarized. They include standing periodic structure, propagating domain, trigger waves and their modifications, phase waves, and chaotic pattern. The origins and the properties of these patterns are explained in a qualitative way, without going into mathematical details.

収録刊行物

  • 生物物理

    生物物理 19 (1), 11-18, 1979

    一般社団法人 日本生物物理学会

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