Publication: Robust finite volume schemes for two-fluid plasma equations
Robust finite volume schemes for two-fluid plasma equations
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Abgrall, R., & Kumar, H. (2014). Robust finite volume schemes for two-fluid plasma equations. Journal of Scientific Computing, 60, 584–611. https://doi.org/10.1007/s10915-013-9809-6
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Two-fluid plasma equations are derived by taking moments of Boltzmann equations. Ignoring collisions and viscous terms and assuming local thermodynamic equilibrium we get five moment equations for each species (electrons and ions), known as two-fluid plasma equations. These equations allow different temperatures and velocities for electrons and ions, unlike ideal magnetohydrodynamics equations. In this article, we present robust second order MUSCL schemes for two-fluid plasma equations based on Strang splitting of the flux and source
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- Kumar, Harish
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Abgrall, R., & Kumar, H. (2014). Robust finite volume schemes for two-fluid plasma equations. Journal of Scientific Computing, 60, 584–611. https://doi.org/10.1007/s10915-013-9809-6
