Phase Ordering in the Time-Dependent Ginzburg-Landau Equation with a Global Coupling
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概要
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The phase ordering kinetics in the time-dependent Ginzburg-Landau (TDGL) equation with a global coupling is studied by numerical simulations in two dimensions. For several average values of the order parameter, we evaluate the nonequilibrium scattering functions during domain growth after the system is quenched below the order-disorder transition temperature. The obtained scaling forms are compared with the approximate theory.
- 社団法人日本物理学会の論文
- 2003-06-15
著者
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Ohta T
Institute For Nonlinear Sciences And Applied Mathematics Graduate School Of Sciences Hiroshima Unive
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Noguchi S
College Of Engineering University Of Osaka Prefecture
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OHTA Takao
Institute for Nonlinear Sciences and Applied Mathematics, Graduate School of Sciences, Hiroshima Uni
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Ohta Toshiaki
Department Of Chemistry School Of Science The University Of Tokyo
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Ohta T
Department Of Chemistry Graduate School Of Science The University Of Tokyo
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Noguchi S
Institute For Nonlinear Sciences And Applied Mathematics Graduate School Of Sciences Hiroshima Unive
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NOGUCHI Sinpei
Institute for Nonlinear Sciences and Applied Mathematics, Graduate School of Sciences, Hiroshima Uni
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Noguchi Sinpei
Institute For Nonlinear Sciences And Applied Mathematics Graduate School Of Sciences Hiroshima Unive
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Ohta Takao
Institute For Nonlinear Sciences And Applied Mathematics Graduate School Of Science Hiroshima Univer
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NOGUCHI Sinpei
Institute for Nonlinear Sciences and Applied Mathematics, Graduate School of Sciences, Hiroshima University
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