Numerical Resolution of a Three Temperature Plasma Model
Journal of scientific computing(2020)
摘要
This paper is devoted to the numerical approximation of a three temperature plasma model: one for the ions, one for the electrons and one for the radiation (photons). A reformulation of the model is proposed that allows to build a convex combination-based scheme that unconditionally satisfies a maximum principle, at each sub-iteration of the non-linear iterative process. This yields a very robust scheme that can handle stiff source terms. In addition, the methodology is extended to include the contribution of a radiative flux (Rosseland diffusion approximation) and electronic and ionic conductivities (Spitzer–Härm diffusion approximation). Several numerical results are carried out to demonstrate the interest of the numerical approach.
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关键词
Three temperature model,Numerical schemes,Plasma physics,Radiative transfer,Non-equilibrium radiation diffusion,65M12,35Q35,82D10,82A25
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