On Stochastic Analysis of a Class of Chemical Systems in Very Far Away from Equilibrium
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概要
- 論文の詳細を見る
The stochastic system of Schl6gl's bimolecular reaction model has only a trivial sta-tionary distribution in very far away from equilibrium and has been considered not tocause nonequilibrium transition. However in the same manner there exist a class ofstochastic systems which have only a trivial stationary distribution too in very faraway from equilibrium. This has its origin in strong dependency of stationarydistribution on both the size of system and the distance from equilibrium. Then it ispointed out that reasonable results are obtained by the joint infinite limit under a rela-lion between the size of system and the distance from equilibrium.
- 社団法人日本物理学会の論文
- 1986-02-15
著者
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Yamamoto Keizo
Department Of Anatomy Nara Medical University:department Of Anatomy School Of Medicine Tokushima Uni
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Yamamoto Keizo
Department Of Industrial And Systems Engineering Faculty Of Engineering Setsunan University
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NAKANISHI Tetsuo
Department of Chemistry and Organosilicon Research Laboratory, Faculty of Science, Tohoku University
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Nakanishi Tetsuo
Department Of Chemistry And Organosilicon Research Laboratory Faculty Of Science Tohoku University
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NAKANISHI Tetsuo
Department of Mathematical Sciences,College of Engineering,University of Osaka Prefecture
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