Statistical Symmetry and Asymmetry of Chaos Fluctuations on the Kramers Problem

机译：Kramers问题的混沌涨落的统计对称性和非对称性

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We have shown that statistical asymmetry in the fluctuation is the source of persistent current. When these asymmetries are polarized, the rate of current flow or the rate of directed motion could be increased or decreased accordingly. On the other hand, statistically symmetric chaos is forund to induce barrier crossing that approaches the classical Kramers escape rate in the strong friction regime, as for the second-order Tchebyschev map when τ → 0.

机译：我们已经表明，波动中的统计不对称性是持续电流的来源。当这些不对称性极化时，电流的流率或定向运动的流率可以相应地增加或减少。另一方面，统计对称的混沌很容易引起在强摩擦状态下接近经典Kramers逃逸率的屏障越过，如τ→0时的二阶Tchebyschev图。

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来源
《Shanghai international symposium on nonlinear science amp; application》|2003年|p.115-116|共2页
会议地点 Shanghai(CN);Shanghai(CN)
作者
Lock Yue Chew; Christopher Ting;
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Department of Physics, National University of Singapore, Blk S12, Lower Kent Ridge Road, Science Drive 3, Singapore 119260;

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原文格式 PDF
正文语种 eng
中图分类 N9;
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Statistical Symmetry and Asymmetry of Chaos Fluctuations on the Kramers Problem

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