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Numerical study on EOS of lightning return stroke channels and its application in lightning discharge simulations

机译:雷击回程通道EOS的数值研究及其在雷电模拟中的应用

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In previous work [Phys. Plasmas 21, 032901 (2014), Q. Chen et al.], a two dimensional Eulerian finite difference code was developed for solving the non-ideal magnetohydrodynamics (MHD) equations including the effects of self-consistent magnetic field, thermal conduction, resistivity, gravity, and radiation transfer, which when combined with specified pulse current models and plasma equations of state (EOS), can be used as a unified lightning return stroke solver. In this work a detailed EOS model of lightning return stroke channels is introduced, which can be equipped in the lightning return stroke solver conveniently. The partition functions, including excited states, for nitrogen and oxygen separately are calculated. The Coulomb interaction between charged particles are introduced based on the Debye-Huckel theory. The nonlinear Saha equations are solved by a specified iteration method. The comparison between the numerical results and the SESAME database shows a good consistency. With the new EOS model a class of numerical tests are implemented, which show its effective and robust.
机译:在以前的工作中[Phys。 Plasmas 21,032901(2014),Q. Chen et al。],开发了二维欧拉有限差分码,用于求解非理想磁流体动力学(MHD)方程,包括自洽磁场,热传导,电阻率的影响,重力和辐射传递与特定的脉冲电流模型和等离子体状态方程(EOS)结合使用时,可以用作统一的雷电回程求解器。在这项工作中,介绍了详细的EOS雷击回程通道模型,可以方便地将其安装在雷击回程求解器中。分别计算出氮和氧的分配函数,包括激发态。基于Debye-Huckel理论,介绍了带电粒子之间的库仑相互作用。非线性Saha方程通过指定的迭代方法求解。数值结果与SESAME数据库之间的比较显示出良好的一致性。使用新的EOS模型,实施了一类数值测试,证明了其有效和强大。

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