Nonlinear Relation between Diffusion and Conductivity for Levy Flights

机译：线性飞行中扩散与电导率之间的非线性关系

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The relation between diffusion and conductivity is studied for a Levy flight diffusion case. It is shown that due to the "anomalous" character of Levy hops the particle mobility is a nonlinear function of the electric field in arbitrary weak fields. A crossover to usual diffusion occurs if the displacements at every step are finite.

机译：研究了Levy飞行扩散情况下扩散与电导率之间的关系。结果表明，由于利维啤酒花的“异常”特性，粒子迁移率是电场在任意弱场中的非线性函数。如果每一步的位移都是有限的，则会发生与常规扩散的交叉。

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《International Conference on Disordered and Complex Systems; Jul 10-14, 2000; London, United Kingdom》|2000年|p.231-235|共5页
会议地点 London(GB)
作者
V. E. Arkhincheev;
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作者单位

Buryat Science Center of the Russian Academy of Sciences, 670047 Ulan-Ude, Russia;

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原文格式 PDF
正文语种 eng
中图分类 C9;
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Nonlinear Relation between Diffusion and Conductivity for Levy Flights

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