Initial Results From the GEM Challenge on the Spacecraft Surface Charging Environment

磁层 环形电流 航天器 焊剂(冶金) 物理 范艾伦探测器 电场 人口 等离子体球 卫星 航空航天工程 计算物理学 地球物理学 艾伦皮带车辐射 等离子体 工程类 天文 材料科学 人口学 量子力学 社会学 冶金
作者
Yiqun Yu,L. Rastätter,V. K. Jordanova,Yihua Zheng,M. Engel,Mei‐Ching Fok,M. M. Kuznetsova
出处
期刊:Space Weather-the International Journal of Research and Applications [American Geophysical Union]
卷期号:17 (2): 299-312 被引量:21
标识
DOI:10.1029/2018sw002031
摘要

Abstract Spacecraft surface charging during geomagnetically disturbed times is one of the most important causes of satellite anomalies. Predicting the surface charging environment is one prevalent task of the geospace environment models. Therefore, the Geospace Environment Modeling (GEM) Focus Group “Inner Magnetosphere Cross‐energy/Population Interactions” initiated a community‐wide challenge study to assess the capability of several inner magnetosphere ring current models in determining surface charging environment for the Van Allen Probes orbits during the 17 March 2013 storm event. The integrated electron flux between 10 and 50 keV is used as the metrics. Various skill scores are applied to quantitatively measure the modeling performance against observations. Results indicate that no model consistently perform the best in all of the skill scores or for both satellites. We find that from these simulations the ring current model with observational flux boundary condition and Weimer electric potential driver generally reproduces the most realistic flux level around the spacecraft. A simple and weaker Volland‐Stern electric field is not capable of effectively transporting the same plasma at the boundary toward the Earth. On the other hand, if the ring current model solves the electric field self‐consistently and obtains similar strength and pattern in the equatorial plane as the Weimer model, the boundary condition plays another crucial role in determining the electron flux level in the inner region. When the boundary flux spectra based on magnetohydrodynamics (MHD) model/empirical model deviate from the shape or magnitude of the observed distribution function, the simulation produces poor skill scores along Van Allen Probes orbits.

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