Vertex Dynamics of Two-Dimensional Cellular Patterns
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概要
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Time evolution of a two-dimensional cellular structure is studied by computer for adeterministic dissipative model system of interacting vertices. Despite its completelydeterministic nature, our model gives rise to fully-developed random cellular struc-lures which abound in nature. Both the growth ]aw and the shape distribution forcells are obtained and are compared with other existing studies.[ce1lular pattern, domain growth, grain growth, soap foam, growth law, self-simi- ll Rarityl
- 社団法人日本物理学会の論文
- 1988-07-15
著者
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Kawasaki Kyozi
Department Of Physics Faculty Of Science Kyushu University 33
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Kawasaki Kyozi
Department Of Applied Physics Faculty Of Engineering Nagoya University
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Nagai Tatsuzo
Department Of General Education Kyushu Kyoritsu University
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NAKAMURA Katsuhiro
The James Franck Institute,The University of Chicago
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Nakamura Katsuhiro
The James Franck Institute The University Of Chicago
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