Wave Profile for Current Bearing Lightning Strokes

B. Landers, M. Hemmati, A. Alzhrani
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Abstract

The propagation of breakdown waves in a gas, which is primarily driven by electron gas pressure, is described by a one-dimensional, steady-state, threecomponent (electrons, ions, and neutral particles) fluid model. This study will involve waves propagating in the opposite direction of the electric field force on electrons (anti-force waves—lightning return stroke) only. We consider the electron gas partial pressure to be much larger than that of the other species and the waves to have a shock front. Our set of equations consists of the equations of conservation of the flux of mass, momentum, and energy coupled with the Poisson’s equation. The set of equations is referred to as the electron fluid dynamical equations. For breakdown waves with a significant current behind the shock front, the set of electron fluid dynamical equations and also the boundary condition on electron temperature need to be modified. For a range of experimentally measured current values and a range of possible wave speeds, we will present the method of solution of the set of electron fluid dynamical equations and also the wave profile for electric field, electron velocity, electron temperature, and number density, as well as the ionization rate within the dynamical transition region of the wave.
带雷击电流的波浪剖面
击穿波在气体中的传播主要由电子气压驱动,通过一维、稳态、三组分(电子、离子和中性粒子)流体模型来描述。这项研究将只涉及在电子上电场力的相反方向上传播的波(反力波——闪电回击)。我们认为电子气体的分压比其他物质的分压大得多,并且波具有激波阵面。我们的方程组由质量、动量和能量通量守恒方程和泊松方程组成。这组方程被称为电子流体动力学方程。对于在冲击前沿后面有显著电流的击穿波,需要修改电子流体动力学方程组和电子温度的边界条件。对于一系列实验测量的电流值和一系列可能的波速,我们将介绍一组电子流体动力学方程的求解方法,以及电场、电子速度、电子温度和数密度的波形,以及波的动态过渡区内的电离率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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