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Numerical Modeling of the Time Evolution of Super-Small-Scale Irregularities in the Near-Earth Rarefied Plasma

机译:近地稀等离子体中超小尺度不规则性时间演化的数值模拟

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The time evolution of the magnetic field aligned super-small-scale irregularities in the concentration of charged particles, existing in the near-Earth rarefied plasma, is studied with the help of the model simulation. A new version of the two-dimensional mathematical model, developed earlier in the Polar Geophysical Institute, is utilized to investigate the temporal history of the irregularity with circular cross section, created initially in the near-Earth plasma. The utilized model is based on a numerical solution of the Vlasov-Poisson system of equations, with the Vlasov equations describing the distribution functions of charged particles and the Poisson equation governing the self-consistent electric field. The results of simulation indicate that the mobility of the positive ions ought to influence essentially on the time evolution of the super-small-scale irregularities in the concentration of charged particles, existing in the near-Earth rarefied plasma.
机译:利用模型仿真研究了近地稀有等离子体中存在的磁场排列的超小尺度不规则带电粒子浓度的时间演化。极地地球物理研究所先前开发的二维数学模型的新版本用于研究最初在近地等离子体中产生的具有圆形横截面的不规则性的时间历史。利用的模型基于Vlasov-Poisson方程组的数值解,其中Vlasov方程描述带电粒子的分布函数,而Poisson方程控制自洽电场。模拟结果表明,正离子的迁移率应该基本上影响存在于近地稀有等离子体中的带电粒子浓度的超小尺度不规则性的时间演化。

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