Analytic solutions of the relativistic Vlasov-Maxwell system converge, after filtering oscillatory correctors, to kinetic electron magnetohydrodynamics in the quasineutral limit.
Radiative Vlasov-Maxwell Equations
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abstract
The Radiative Vlasov-Maxwell equations model the radiative kinetics of collisionless relativistic plasma. In them the Lorentz force is modified by the addition of radiation reaction forces. The radiation forces produce damping of particle energy but these forces are not divergence-free in momentum space, which has an effect of concentration near zero momentum. We prove unconditional global regularity of solutions for a class of Radiative Vlasov-Maxwell equations with large initial data.
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From relativistic Vlasov-Maxwell to electron-MHD in the quasineutral regime
Analytic solutions of the relativistic Vlasov-Maxwell system converge, after filtering oscillatory correctors, to kinetic electron magnetohydrodynamics in the quasineutral limit.