ALE-MHD technique for modeling three-dimensional magnetic implosion of a liner

O. Olkhovskaya, Alexander Yurievich Krukovsky, Y. Poveschenko, Y. Sharova, V. Gasilov
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Abstract

The article is devoted to the methodology for modeling current-carrying plasma in a Z-pinch studied in pulsed-power experiments. We discuss simulation performed via moving Lagrangian-Euler difference grid. The difference scheme approximating the hydrodynamic equations of a high-temperature medium possesses a “complete conservation” property and includes energy balances between the plasma components taking into account electromagnetic field – matter interaction and conductive (electronic, ionic) as well as radiative heat transfer. Numerical experiments provide quantitative estimates of physical effects which lead to essential distortions of a plasma shell during its magnetically-driven implosion. Performed simulations show the effect of instabilities on the final pinch structure, mainly, the hydrodynamic Rayleigh-Taylor instability and instability of a temperature-inhomogeneous plasma
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利用ALE-MHD技术模拟管柱三维磁内爆
本文讨论了在脉冲功率实验中研究的z箍缩中载流等离子体的建模方法。我们讨论了通过移动拉格朗日-欧拉差分网格进行的仿真。近似高温介质流体动力学方程的差分格式具有“完全守恒”性质,并包括考虑电磁场-物质相互作用和导电(电子,离子)以及辐射传热的等离子体组分之间的能量平衡。数值实验提供了在磁驱动内爆过程中导致等离子体外壳基本扭曲的物理效应的定量估计。模拟结果显示了不稳定性对最终夹紧结构的影响,主要是流体动力学瑞利-泰勒不稳定性和温度不均匀等离子体的不稳定性
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