A Stochastic Investigation of a Dynamical System Exhibiting the Second-Order Phase Transition

Dong Jae Lee; Kook Joe Shin; Kyung Hee Kim; Seok Beom Ko

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A Stochastic Investigation of a Dynamical System Exhibiting the Second-Order Phase Transition

机译：具有二阶相变的动力系统的随机研究

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摘要

An approximate solution of the Fokker-Planck equation with the nonlinear drift term due to a Schlogl model is obtained and the result is compared with the methods proposed by Suzuki. Also the effect of nonlinearity on the correlation length at the stable steady state is studied.

机译：由于Schlogl模型，获得了带有非线性漂移项的Fokker-Planck方程的近似解，并将其结果与Suzuki提出的方法进行了比较。还研究了非线性对稳定稳态下相关长度的影响。

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《Bulletin of the Korean Chemical Society》 |1985年第5期|共页
作者
Dong Jae Lee; Kook Joe Shin; Kyung Hee Kim; Seok Beom Ko;
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中图分类化学;
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A Stochastic Investigation of a Dynamical System Exhibiting the Second-Order Phase Transition

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