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Quasilinear theory of general electromagnetic fluctuations in unmagnetized plasmas

机译:未磁化等离子体中一般电磁波动的拟线性理论

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摘要

The general quasilinear Fokker-Planck kinetic equation for the plasma particle distribution functions in unmagnetized plasmas is derived, making no restrictions on the frequency of the electromagnetic fluctuations. The derived kinetic particle equation complements our earlier study of the general fluctuation's kinetic equation. For collective plasma eigenmodes and gyrotropic particle distribution functions, the two coupled kinetic equations describe the self-consistent dynamical evolution of the plasma. The limit of weakly damped collective modes correctly reproduces the well-known textbook kinetic particle equation with longitudinal Langmuir and ion-acoustic fluctuations, demonstrating, in particular, the resonant nature of parallel momentum diffusion of particles. In the limit of aperiodic modes, the Fokker-Planck equation contains the nonresonant diffusion of particles in momentum and the parallel and perpendicular momentum drag coefficients. As an application these drag and diffusion coefficients are calculated for extragalactic cosmic ray particles propagating in the unmagnetized intergalactic medium. Whereas for all cosmic rays, the perpendicular momentum diffusion in intergalactic aperiodic fluctuations is negligibly small; cosmic ray protons with energies below 10(5) GeV are affected by the plasma drag. (C) 2014 AIP Publishing LLC.
机译:推导了未磁化等离子体中等离子体粒子分布函数的一般拟线性Fokker-Planck动力学方程,对电磁波动的频率没有限制。导出的动力学粒子方程是对我们先前对一般波动动力学方程的研究的补充。对于集体等离子体本征模式和回旋粒子分布函数,两个耦合的动力学方程描述了等离子体的自洽动力学演化。弱阻尼集合模的极限正确地再现了具有纵向朗缪尔和离子声波动的众所周知的教科书动力学粒子方程,尤其证明了粒子平行动量扩散的共振特性。在非周期性模式的极限下,Fokker-Planck方程包含动量中粒子的非共振扩散以及平行和垂直动量阻力系数。作为一种应用,这些阻力和扩散系数是针对在未磁化的星系间介质中传播的河外宇宙射线粒子计算的。而对于所有宇宙射线,银河间非周期性波动中的垂直动量扩散很小,可以忽略不计。能量低于10(5)GeV的宇宙射线质子受等离子体阻力的影响。 (C)2014 AIP Publishing LLC。

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