Abstract
The aim of this paper is to study the local in time well posedness of the incompressible k-ε model in a 3d periodic domain. In the case when turbulent diffusion is much smaller than dissipation, asymptotic expansions are also derived, supposing that the velocity of the fluid can be neglected.
Citation
J. Mathiaud. "Local smooth solutions of the incompressible K-ε model and the low turbulent diffusion limit." Commun. Math. Sci. 6 (2) 361 - 383, June 2008.
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