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首页> 外文期刊>Journal of Geophysical Research, A. Space Physics: JGR >Terrestrial lion roars and non-Maxwellian distribution
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Terrestrial lion roars and non-Maxwellian distribution

机译:陆地狮子怒吼,non-Maxwellian分布

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摘要

Lion roars are low-frequency (~100 Hz) whistler waves frequently observed in the Earth’s magnetosheath. By analyzing both wave and electron data from the Cluster spacecraft, and comparing with linear Vlasov kinetic theory, Masood et al. (2006) investigated the underlying cause of the lion roar generation. However, the analysis based upon the bi-Maxwellian distribution function did not adequately explain the observations qualitatively as well as quantitatively. This outstanding problem is revisited in the present paper, and a resolution is put forth in which, the flat-top non-Maxwellian distribution function with a velocity power law energetic tail, known as the (r, q) distribution, or the generalized kappa distribution is employed. Upon carrying out the linear stability analysis of the (r, q) distribution against the whistler wave perturbation, and upon comparison with the Cluster data, good qualitative and quantitative agreements are found between theory and data.
机译:狮子怒吼低频(~ 100 Hz)惠斯勒经常观察到的地球磁鞘。从集群航天器电子数据,与线性弗拉索夫动力学理论相比,马苏德et al .(2006)研究了底层狮子咆哮的原因。分析基于bi-Maxwellian分布函数没有充分解释观察定性以及定量。本文重新审视,决议提出,平顶建筑物吗non-Maxwellian分布函数与一个速度幂律精力充沛的尾巴,被称为(r, q)分布,或广义k分配工作。(r, q)的线性稳定性分析分布在惠斯勒波微扰,比较的集群的数据,很好的定性和定量理论和数据之间的协议被发现。

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