地球磁层中电推力器发射氙束离子的模拟

Kevin D. Sampson, Mark W. Crofton
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引用次数: 0

摘要

在忽略电场、等离子体波和粒子碰撞影响的情况下,研究了近地磁层环境中耗尽的电推力器氙离子在各种轨迹和粒子属性下的行为特征。这是通过AeroTracer程序的模拟完成的,AeroTracer程序是一个软件工具,通过将自适应步长龙格-库塔技术应用于完全相对论的洛伦兹方程来计算磁层内的离子轨迹。进行了超过3800次独立模拟,变量包括释放位置、释放能量和方向、离子电荷和轨道相位。初始释放高度是决定离子最终落向地球(“低于最低高度”或BMA),在模拟结束时仍被困住(“最大步数”或MNS),或超出磁层(“迷失太空”或LTS)的主要驱动因素。在所调查的最高海拔(60000公里及以上)发射的离子几乎无一例外地消失在太空中。与海拔高度一样,增加倾角和能量是减少捕获和影响结果概率的重要因素。较高的电荷态对捕获性能有较强的改善。轨道相位、年初一和太阳周期相位的影响也很明显。在海拔2万~ 6万km范围内存在过渡区,在过渡区内,结果对参数变化的敏感性增大。有序序列MNS>BMA>LTS与约束能力的降低是一致的,且随参数的变化而变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulations of xenon beam ions emitted from electric thrusters in Earth’s magnetosphere
Abstract This study sought to characterize the behavior of exhausted electric thruster xenon ions in the near-Earth magnetospheric environment as functions of various trajectory and particle attributes, neglecting effects of electric fields, plasma waves and particle collisions. This was done via simulation using the AeroTracer program, a software tool which computes ion trajectories within the magnetosphere by applying an adaptive step-size Runge-Kutta technique to the fully relativistic Lorentz equation. Over 3,800 independent simulations were performed, with variables including release position, release energy and direction, ion charge, and orbital phase. Initial release altitude was a major driver in determining whether the ion eventually fell to Earth (“Below Minimum Altitude” or BMA), remained trapped by the simulation’s end (“Maximum Number of Steps” or MNS), or traveled beyond the magnetosphere (“Lost to Space” or LTS). Ions expelled at the highest altitudes investigated - 60,000 km and above - almost invariably were lost to space. Like altitude, increasing inclination and energy were important factors that reduced trapping, affecting the outcome probabilities. Higher charge state produced strong improvement of trapping capability. Effects of orbital phase, day of year and solar cycle phase were also apparent. A transition region was found in the 20,000 km to 60,000 km altitude range, within which the sensitivity of outcomes to parameter variation increased. The ordered sequence MNS> BMA> LTS was found to be consistent with decreasing confinement capability, and it was manifested consistently as parameters were varied.
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