Polydispersity Effect and Universality of Finite-Size Scaling Function : General Physics
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概要
- 論文の詳細を見る
We derive an equation for the existence probability E_p for general percolation problem using an analytical argument based on exponential-decay behaviour of spatial correlation function. It is shown that the finite-size scaling function is well approximated by the error function. The present argument explain why it is universal. We use Monte Carlo simulation to calculate E_p for polydisperse continuum percolation and find that mono- and polydisperse system have the same flnite-size scaling function.
- 社団法人日本物理学会の論文
- 2001-06-15
著者
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YUKAWA Satoshi
Department of Earth and Space Science, Osaka University
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ITO Nobuyasu
Department of Applied Physics, The University of Tokyo
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HU Chin-Kun
Institute of Physics of Academia Sinica
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MA Wen-Jong
Institute of Physics of Academia Sinica
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Watanabe Hiroshi
Department of Cardiology, Niigata City General Hospital
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Watanabe Hirofumi
Cold Trapped Ions Project Icorp Jst
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Hu Chin-kun
Institute Of Physics Academia Sinica
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Hu Chin-kun
Institute Of Physics Academia Sinica Nankang
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Ma Wen-jong
Institute Of Mathematics Academia Sinica Nankang
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Lin Chai-yu
Institute Of Physics National Tsing Hua University Hsinchu
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Lin Chai-yu
Institute Of Physics Academia Sinica Nankang
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Ito Nobuyasu
Department Of Applied Physics Faculty Of Engineering The University Of Tokyo
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Yukawa Satoshi
Department Of Applied Physics Graduate School Of Engineering The University Of Tokyo:department Of E
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Watanabe Hiroshi
Department Of Applied Chemistry And Bioengineering Graduate School Of Engineering Osaka City Univers
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