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首页> 外文期刊>Physics Reports: A Review Section of Physics Letters (Section C) >Electrostatic trapping as a key to the dynamics of plasmas, fluids and other collective systems
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Electrostatic trapping as a key to the dynamics of plasmas, fluids and other collective systems

机译:静电捕获是血浆,流体和其他集合系统动力学的关键

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摘要

This review article focusses on the phenomenon of collective particle trapping in dilute plasmas and related fluid-like systems. A coherent electrostatic wave or fluctuation, being excited by some mechanism in a plasma, is able to trap collectively charged particles in its potential trough(s) with the ultimate feedback of stabilizing and manipulating the original cause of growth.This phenomenon is well-known from particle simulations of a current-driven two-stream instability and its subsequent quenching by particle trapping. But also the nonlinear Landau damping process resulting in a BGK-like (Bernstein, Green, Kruskal) trapped particle mode sets an example. However, as shown in this report, already a slightly driven plasma has many possibilities of generating trapped particle modes-the mentioned cases representing only two examples-through which it generally becomes nonlinearly unstable. A direct consequence of this feedback of particle trapping is that the macroscopic (dielectric) properties of such a structured plasma may have changed fundamentally such that the relationship to what is known from linear wave theory is lost.We, hence, have to deal with a nonlinear kinetic description which, in case of a collisionless, electrostatic plasma, is the Vlasov-Poisson description.The present report is devoted to a large extent to a ID Vlasov-Poisson system but also consequences for other physical systems will be derived and mentioned.
机译:这篇评论文章集中在稀血浆和相关的类流体系统中的集体粒子捕获现象。通过等离子体中的某种机制激发的相干静电波或涨落能够将集体带电的粒子捕获在其潜在的波谷中,并获得稳定和控制原始增长原因的最终反馈。从电流驱动的两流不稳定性及其随后的被粒子捕获猝灭的粒子模拟中得出。但是,导致类BGK(Bernstein,Green,Kruskal)俘获粒子模式的非线性Landau阻尼过程也提供了一个例子。但是,如本报告中所示,已经稍微驱动的等离子体已经具有产生捕获粒子模式的多种可能性-提到的情况仅代表两个示例-通过这种方式通常会变得非线性不稳定。粒子捕获的反馈的直接结果是,这种结构化等离子体的宏观(介电)特性可能发生了根本性变化,从而失去了与线性波理论已知的关系。因此,我们必须处理非线性动力学描述,在无碰撞静电等离子体的情况下,是Vlasov-Poisson描述。本报告在很大程度上致力于ID Vlasov-Poisson系统,但还将推导并提及对其他物理系统的后果。

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