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In this talk, I will present some recent results on the well-posedness of a Stochastic Lagrangian Model (SLM).
Our interest in such nonlinear model is strongly connected with the modeling of turbulent flows by the so-called PDF methods or fluid-particle methods. These models are intensively used in the context of computational fluid dynamics for reactive turbulent flows.
We will focus on the following particular result: when the SLM is endowed with a specular boundary condition, we show that for such stochastic Kinetic equation, a mean-no-permeability boundary condition is satisfied.
This is a joint work with Jean Francois Jabir (University of Valparaiso) |
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