Hydrodynamic limit of the Boltzmann-Monge-Ampere system
arXiv:1701.023331.2h-index: 4
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This provides a rigorous hydrodynamic limit for a kinetic system, relevant for mathematical physics and plasma theory.
The authors prove that the Boltzmann-Monge-Ampere system converges to the Euler equation in the quasineutral regime using the relative entropy method.
In this paper we investigate the hydrodynamic limit of the Boltzmann-Monge-Ampere system in the so-called quasineutral regime. We prove the convergence of the Boltzmann-Monge-Ampere system to the Euler equation by using the relative entropy method.