Mesh Refinement Based Simulation of Complex Plasma Dynamics during High Power Millimeter Wave Breakdown

Pratik Ghosh, B. Chaudhury
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引用次数: 6

Abstract

The fluid-based simulation of high power millimeter(HPM) wave interaction with plasma is a computationally challenging problem. The complex phenomenon is a multi-physics and a multi-scale problem due to the involvement of coupled EM wave and plasma solvers with different space and time scales. The simulation requires a proper resolution in both space and time to accommodate the gradients in the fields as well as the plasma density, making it a computationally intensive problem. In this paper, we have implemented a mesh refinement based algorithm with selective refined grids in the desirable region with steep gradients in plasma density and electric(E) field. We have tested the algorithm on a test-bed problem, involving the formation of self-organized plasma filaments, for three different refinement factors (r_f = 2, 4, 8) and achieved a speedup of 4 − 100 compared to a serial implementation with uniform mesh without any refinement. We have investigated the dependence of speedup and accuracy on the refinement factor for different cases.
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基于网格细化的高功率毫米波击穿复杂等离子体动力学仿真
高功率毫米波与等离子体相互作用的流体模拟是一个具有计算挑战性的问题。该复杂现象是一个多物理场、多尺度的问题,它涉及不同空间和时间尺度的耦合电磁波和等离子体求解器。模拟需要适当的空间和时间分辨率,以适应场的梯度和等离子体密度,使其成为一个计算密集型问题。在本文中,我们实现了一种基于网格细化的算法,在等离子体密度和电场梯度较大的理想区域选择性地细化网格。我们已经在一个试验台问题上测试了该算法,涉及自组织等离子体细丝的形成,对于三种不同的细化因子(r_f = 2,4,8),与没有任何细化的均匀网格串行实现相比,实现了4−100的加速。在不同的情况下,我们研究了加速和精度与细化因子的关系。
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