Topological Defects and Non-Equilibrium
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概要
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A theory of continuous dissipative media with topological defects is presented. We propose a reduction of information contained in the original nonlinear field equation which will describe long time and large scale behaviors of the system. The result is a coupled set of equations of motion for topological defects and phase variables away from the defects, which generalizes the phase dynamics. The theory is illustrated for the Darcy-Rayleigh convection. A gaugetheoretical approach to deal with continuous distribution of topological defects is described. Possible relevance of our approach to evolution of random patterns is suggested.
- 理論物理学刊行会の論文
- 1985-03-20
著者
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KAWASAKI Kyozi
Faculty of Engineering, Chubu University
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Kawasaki Kyozi
Department Of Physics Kyushu University
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Kawasaki Kyozi
Department Of Applied Physics Faculty Of Engineering Nagoya University
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KAWASAKI Kyozi
Department of Natural Science and Mathematics, Chubu University
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