辐射带相空间密度:计算分析和模型依赖性

D. E. da Silva, S. Elkington, X. Li, M. K. Hudson, A. J. Boyd, A. Jaynes, M. Wiltberger
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引用次数: 0

摘要

将辐射带电子通量测量结果作为绝热不变量函数重新处理为相空间密度(PSD)是一种广泛使用的方法,用于解决有关外辐射带电子通量和损耗的主要问题。在这种再处理过程中,将局部俯仰角α、能量E以及可选磁强计测量值B的通量测量值j(α,E)与全局磁场模型相结合,在固定第一和第二不变式M和K的条件下,用第三不变式Φ∝1/L*来表示相空间密度f(L*)。本研究回顾了计算步骤,并列出了常用的实施方案。文中首次分析了使用不同实施方案和不同支持模型(包括经验模型和 MHD 驱动模型)进行计算的效果。对结果进行了总结,以便为评估现有结果和未来计算与分析辐射带电子相空间密度的工作提供信息。分析了三个事件,虽然发现了差异,但相空间密度分析的主要结构解释表现出了模型独立性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Radiation belt phase space density: calculation analysis and model dependence
The reprocessing of radiation belt electron flux measurements into phase space density (PSD) as a function of the adiabatic invariants is a widely-used method to address major questions regarding electron energization and loss in the outer radiation belt. In this reprocessing, flux measurements j (α, E) at local pitch angles α, energies E, and optionally magnetometer measurements B, are combined with a global magnetic field model to express the phase space density f (L*) in terms of the third invariant Φ ∝ 1/L* at fixed first and second invariants M and K. While the general framework of the calculation is agreed upon, implementation details vary amongst the literature, and the issue of magnetic field model dependence is rarely addressed. This work reviews the steps of the calculation with lists of commonly used implementation options. For the first time, analysis is presented to display the effect of doing the calculation with different implementation options and with different backing models (including both empirical and MHD-driven models). The results are summarized to inform evaluation of existing results and future efforts calculating and analyzing radiation belt electron phase space density. Three events are analyzed, and while differences are found, the primary structural interpretations of the phase space density analysis exhibit model independence.
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