Abstract
We prove that the solutions of the kinetic equation modelling the reflection of particles according to a reversible law and considered on the $n$-torus converge to the diffusion equation when the main free path goes to zero. This extends the work of Bardos, Golse and Colonna [2] to the case of any $n$-dimensional torus ergodic automorphism.
Citation
Christian Dogbe. "Derivation of hydrodynamic limit from Knudsen gas model." Differential Integral Equations 19 (6) 681 - 696, 2006. https://doi.org/10.57262/die/1356050358
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