赤道和极光电射流中的非麦克斯韦离子分布

Rattanakorn Koontaweepunya, Yakov S. Dimant, Meers M. Oppenheim
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引用次数: 0

摘要

极光和赤道电射流中的强电场会使背景离子分布函数偏离麦克斯韦分布函数。我们利用玻尔兹曼方程和一个简单的 BGK 碰撞算子建立了一个碰撞等离子体动力学模型,该模型预测了背景电场强度和由此产生的离子分布函数之间相对简单的关系。为了检验该模型,我们进行了三维等离子体粒子入胞模拟,并将结果与模型进行了比较。模拟应用了弹性碰撞算子,假定离子-中性碰撞率恒定。模拟结果表明,与解析模型相比,Pedersen 方向上的离子加热较少,但总体加热情况相似。由于简单的 BGK 算子不包括离子速度空间中的角碰撞散射,因此模型高估了 Pedersen 方向上的加热。另一方面,全动能粒子入胞代码能够捕捉到三维离子散射的物理现象,因此能够更加各向同性地加热离子。尽管简单的 BGK 分析理论不能精确地模拟非麦克斯韦离子分布函数,但它确实捕捉到了整体动量和能量流,因此可以为进一步分析 E 区域波演变提供基础。
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Non-Maxwellian Ion Distribution in the Equatorial and Auroral Electrojets
Strong electric fields in the auroral and equatorial electrojets can distort the background ion distribution function away from Maxwellian. We developed a collisional plasma kinetic model using the Boltzmann equation and a simple BGK collision operator which predicts a relatively simple relationship between the intensity of the background electric field and the resulting ion distribution function. To test the model, we perform 3-D plasma particle-in-cell simulations and compare the results to the model. The simulation applies an elastic collision operator assuming a constant ion-neutral collision rate. These simulations show less ion heating in the Pedersen direction than the analytic model but show similar overall heating. The model overestimates the heating in the Pedersen direction because the simple BGK operator includes no angular collisional scattering in the ion velocity space. On the other hand, the fully-kinetic particle-in-cell code is able to capture the physics of ion scattering in 3-D and therefore heats ions more isotropically. Although the simple BGK analytic theory does not precisely model the non-Maxwellian ion distribution function, it does capture the overall momentum and energy flows and therefore can provide the basis of further analysis of E-region wave evolution.
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