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Multicomponent transport in plasmas; exploiting stoichiometry
Journal of Computational Physics ( IF 3.8 ) Pub Date : 2020-11-06 , DOI: 10.1016/j.jcp.2020.109979
Chris Schoutrop , Jan van Dijk , Jan ten Thije Boonkkamp

A system of mass balance equations is set up for plasma-chemical simulations, we derive the diffusion velocities from Stefan-Maxwell theory. An algorithm to linearly transform the system of mass balance equations in the context of non-LTE plasmas is described. This transformation is derived from the reaction set, and eliminates part of the chemical source term, enforces invariants such as conservation of mass and quasi-neutrality up to machine precision, provides a reduction in the number of unknowns, and significantly improves conditioning of the discretized system. The MATLAB code used in the numerical experiments is available on GitLab: https://gitlab.com/ChrisSchoutrop/stoichiometric-transformation.



中文翻译:

血浆中的多组分运输;利用化学计量

建立了用于等离子体化学模拟的质量平衡方程组,我们从Stefan-Maxwell理论推导了扩散速度。描述了一种在非LTE等离子体环境中线性转换质量平衡方程组的算法。这种变换是从反应集中得出的,消除了部分化学来源项,强制执行不变性,例如质量守恒和准中立性直至机器精度,减少了未知数,并显着改善了离散化条件系统。可在GitLab上获得用于数值实验的MATLAB代码:https://gitlab.com/ChrisSchoutrop/stoichiometric-transformation。

更新日期:2021-01-12
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