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首页> 外文期刊>Journal of Geophysical Research, A. Space Physics: JGR >Model of lifetimes of the outer radiation belt electrons in a realistic magnetic field using realistic chorus wave parameters
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Model of lifetimes of the outer radiation belt electrons in a realistic magnetic field using realistic chorus wave parameters

机译:模型外辐射带的寿命电子在一个现实的磁场现实的合唱波参数

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摘要

The outer radiation belt electrons in the inner magnetosphere show high variability during the geomagnetically disturbed conditions. Quasi-linear diffusion theory provides both a framework for global prediction of particle loss at different energies and an understanding of the dynamics of different particle populations. It has been recently shown that the pitch angle scattering of electrons due to wave-particle interaction with chorus waves modeled in a realistic magnetic field may be significantly different from those estimated in a dipole model. In this work, we present the lifetimes of 1 keV–2 MeV electrons computed in the Tsyganenko 89 magnetic field model for the night, dawn, prenoon, and postnoon magnetic local time (MLT) sectors for different levels of geomagnetic activity and distances. The lifetimes in the realistic field are also compared to those computed in the dipole model. We develop a realistic chorus lower band and upper band wave models for each MLT sector using the recent statistical studies of wave amplitude, wave normal angle, and wave spectral density distributions as functions of magnetic latitude, distance, and Kp index. The increase of plasma trough density with increasing latitude is also included. The obtained in the Tsyganenko 89 field electron lifetimes are parameterized and can be used in 2-D/3-D/4-D convection and particle tracing codes.
机译:外辐射带电子的磁气圈显示期间高可变性眼睛不安的条件。准线性扩散理论提供了一个框架为全球预测的粒子损失在不同的能量和的理解不同粒子的动力学。最近表明,螺旋角吗散射电子的波粒交互与合唱海浪建模现实的磁场可以显著不同于估计在偶极子模型。在这项工作中,我们的有生之年1 keV-2兆电子伏电子89年Tsyganenko计算磁场模型,黎明,当地时间prenoon, postnoon磁(MLT)不同级别的地磁的行业活动和距离。现实的领域也相比在偶极子模型计算。现实的合唱上限乐队,乐队波为每个MLT部门使用最近的模型统计研究波振幅,波正常的角,波谱密度分布作为磁纬度的函数,距离,Kp指数。槽密度随着纬度也包括在内。电子寿命是参数化的,可以用于二维/三维/四维对流和粒子跟踪代码。

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