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Monte Carlo approach to calculate ionization dynamics of hot solid-density plasmas within particle-in-cell simulations

机译:蒙特卡罗方法来计算粒子内模拟中热固密质等离子体的电离动力学

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摘要

A physical model based on a Monte Carlo approach is proposed to calculate the ionization dynamics of hot-solid-density plasmas within particle-in-cell (PIC) simulations, and where the impact (collision) ionization (CI), electron-ion recombination (RE), and ionization potential depression (IPD) by surrounding plasmas are taken into consideration self-consistently.When compared with other models, which are applied in the literature for plasmas near thermal equilibrium, the temporal relaxation of ionization dynamics can also be simulated by the proposed model. Besides, this model is general and can be applied for both single elements and alloys with quite different compositions. The proposed model is implemented into a PIC code, with (final) ionization equilibriums sustained by competitions between CI and its inverse process (i.e., RE). Comparisons between the full model and model without IPD or RE are performed. Our results indicate that for bulk aluminium at temperature of 1 to 1000 eV, (i) the averaged ionization degree increases by including IPD; while (ii) the averaged ionization degree is significantly over estimated when the RE is neglected. A direct comparison from the PIC code is made with the existing models for the dependence of averaged ionization degree on thermal equilibrium temperatures and shows good agreements with that generated from Saha-Boltzmann model and/or FLYCHK code.
机译:提出了一种基于蒙特卡罗方法的物理模型,以计算粒子内(PIC)模拟中的热固密质等离子体的电离动力学,以及冲击(碰撞)电离(CI),电子离子复合(RE)和离子化潜在抑郁(IPD)通过周围的等离子体考虑。与其他模型相比,在热平衡附近的等离子体中应用的其他模型相比,也可以模拟电离动力学的时间松弛通过拟议的模型。此外,该模型是一般的,可以应用于单个元素和具有相当不同的组合物的合金。所提出的模型被实施为PIC代码,(最终)电离均衡通过CI和其逆过程(即,RE)之间的竞争而持续。执行无需IPD或RE的完整模型和模型之间的比较。我们的结果表明,对于在1至1000eV的温度下散装铝,(i)通过包括IPD的平均电离度增加;虽然(ii)在忽略估计时,平均电离程度明显显着。与PIC代码的直接比较是利用现有模型进行的,用于对热平衡温度的平均电离程度的依赖性依赖性,并与从Saha-Boltzmann模型和/或飞奇码产生的良好协议。

著录项

  • 来源
    《Physical review, E》 |2017年第2期|共7页
  • 作者单位

    State Key Laboratory of High Field Laser Physics Shanghai Institute of Optics and Fine Mechanics 201800 Shanghai China;

    Key Laboratory of HEDP of the Ministry of Education Center for Applied Physics and Technology Peking University 100871 Beijing China;

    State Key Laboratory of High Field Laser Physics Shanghai Institute of Optics and Fine Mechanics 201800 Shanghai China;

    Helmholtz Institut Jena D-07743 Jena Germany;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 统计物理学;等离子体物理学;流体力学;
  • 关键词

    Monte; Carlo; approach;

    机译:蒙特;卡洛;方法;

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