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Nonlinear drift-kinetic equation in the presence of a circularly polarized wave

机译:圆极化波存在下的非线性漂移动力学方程

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This paper presents a theoretical description of plasma motion in the presence of a circularly polarized wave of arbitrary frequency with its wave vector directed along the ambient magnetic field. Both the equations of motion for a single particle and the nonlinear kinetic equation in the drift approximation are given. The nonstationarity and inhomogeneity of the plasma-wave system are taken into account. The distribution function is expressed with the help of initial, non-averaged variables, which is a transformation that greatly simplifies the calculation of the moments. The time-dependent part of the ponderomotive force is discussed, and it is shown that this component can be on the order of the other terms in the particle motion equation. The examples of ion acceleration in the auroral zone and the effects of lightning discharge are discussed to show that this theoretical study has applications to near-Earth space plasmas. Published by Elsevier Ltd.
机译:本文介绍了在任意频率的圆极化波存在下等离子体运动的理论描述,其波矢沿着环境磁场。给出了单个粒子的运动方程和漂移近似中的非线性动力学方程。考虑了等离子体波系统的非平稳性和不均匀性。分布函数借助于初始的非平均变量来表示,这是一种转换,可以大大简化矩的计算。讨论了磁动力的随时间变化的部分,并且表明该分量可以在粒子运动方程中处于其他项的数量级。讨论了极光区域中离子加速的实例以及雷电放电的影响,以表明该理论研究已应用于近地空间等离子体。由Elsevier Ltd.发布

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