Steady States and Long Time Asymptotics of Solutions of Streater's Models

机译：Streater模型解的稳态与长时间渐近性

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We study Streater's models which describe the evolution of the density of a cloud of particles in an external potential and a temperature, coupled through a Poisson equation. We introduce an entropy and consider stationary solutions in a bounded domain, or in an unbounded domain with a confining external potential. The (relative) entropy controls the convergence of time-dependent solutions to the stationary ones.

机译：我们研究了Streater模型，该模型描述了通过Poisson方程耦合的外部势能和温度下的粒子云密度的演变。我们引入一个熵，并考虑有界或无界的具有固定外部势的平稳解。（相对）熵控制着时间相关解到平稳解的收敛。

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《International Conference on Disordered and Complex Systems; Jul 10-14, 2000; London, United Kingdom》|2000年|p.237-242|共6页
会议地点 London(GB)
作者
Piotr Biler;
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作者单位

Mathematical Institute, University of Wroclaw pl. Grunwaldzki 2/4, 50-384 Wroclaw, Poland;

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原文格式 PDF
正文语种 eng
中图分类 C9;
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Steady States and Long Time Asymptotics of Solutions of Streater's Models

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