Add to ORKGWe shall discuss the derivation of systems of partial differ- ential equations, where hydrodynamic equations are coupled to mean field (Vlasov type) kinetic equations, as the asymptotic limit of suitable models on a smaller scale. This kind of PDE systems can be considered as simply modelling multicomponent flows in mixtures containing a dispersed phase, such as sprays or aerosols. In this talk we shall give an overview of results of various type obtained in cooperation with E. Bernard, L. Desvillettes, F. Golse
Droplets abound in nature and technology. In general, they are multicomponent, and, when out of equi...
In this contribution we propose a presentation of the Eulerian multi-fluid modeling for polydisperse...
Diffusion preserves positivity of concentrations, therefore, multicomponent diffusion should be nonl...
We shall discuss the derivation of systems of partial differ- ential equations, where hydrodynamic ...
We consider complex fluids consisting of a dispersed phase (solid particles or liquid droplets) imme...
We shall consider a class of models for thin sprays where the evolution of the two-phase system is m...
This article proposes a derivation of the Vlasov-Navier-Stokes system for spray/aerosol flows. The d...
Abstract: A mathematical model of the multicomponent gaseous flow supplied by main closing...
Many mathematical models of evolutionary industrial processes may be written as N x N systems of con...
Multi-phase flows are part of our natural environment such as tornadoes, typhoons, air and water pol...
A computational model suitable for multiphase/multispecies flows has been developed. The source term...
The purpose of this article is the analysis and the development of Eulerian multi-fluid models to de...
The equations for the pair distribution functions are derived directly from the second equation of t...
Nous nous intéressons à des modèles fluide-cinétique décrivant l’évolution de particules en suspensi...
The purpose of this article is the analysis and the development of Eulerian multi-fluid models to de...
Droplets abound in nature and technology. In general, they are multicomponent, and, when out of equi...
In this contribution we propose a presentation of the Eulerian multi-fluid modeling for polydisperse...
Diffusion preserves positivity of concentrations, therefore, multicomponent diffusion should be nonl...
We shall discuss the derivation of systems of partial differ- ential equations, where hydrodynamic ...
We consider complex fluids consisting of a dispersed phase (solid particles or liquid droplets) imme...
We shall consider a class of models for thin sprays where the evolution of the two-phase system is m...
This article proposes a derivation of the Vlasov-Navier-Stokes system for spray/aerosol flows. The d...
Abstract: A mathematical model of the multicomponent gaseous flow supplied by main closing...
Many mathematical models of evolutionary industrial processes may be written as N x N systems of con...
Multi-phase flows are part of our natural environment such as tornadoes, typhoons, air and water pol...
A computational model suitable for multiphase/multispecies flows has been developed. The source term...
The purpose of this article is the analysis and the development of Eulerian multi-fluid models to de...
The equations for the pair distribution functions are derived directly from the second equation of t...
Nous nous intéressons à des modèles fluide-cinétique décrivant l’évolution de particules en suspensi...
The purpose of this article is the analysis and the development of Eulerian multi-fluid models to de...
Droplets abound in nature and technology. In general, they are multicomponent, and, when out of equi...
In this contribution we propose a presentation of the Eulerian multi-fluid modeling for polydisperse...
Diffusion preserves positivity of concentrations, therefore, multicomponent diffusion should be nonl...