In this paper we consider the steady Baldwin-Lomax model, which is a rotational model proposed to describe turbulent flows at statistical equilibrium. The Baldwin-Lomax model is specifically designed to address the problem of a turbulent motion taking place in a bounded domain, with Dirichlet boundary conditions at solid boundaries. The main features of this model are the degeneracy of the operator at the boundary and a formulation in velocity/vorticity variables. The principal part of the operator is non-linear and it is degenerate, due to the presence (as a coefficient) of a power of the distance from the boundary: This fact makes the existence theory naturally set in the framework of appropriate weighted-Sobolev spaces
summary:We investigate the steady transport equation $$ \lambda z+w\cdot \nabla z+az=f,\quad \lambda...
International audienceIn this paper we show that the rotational Smagorinsky model for turbulent flow...
In this paper we show that the rotational Smagorinsky model for turbulent flows, can be put, for a w...
In this paper we present a derivation of a back-scatter rotational Large Eddy Simulation model, whic...
In this paper we propose some new non-uniformly-elliptic/damping regularizations of the Navier- Stok...
We investigate a stationary model for turbulent flows, in which the Navier-Stokes system is coupled ...
AbstractWe show an alternative proof for the existence of weak solutions to equations describing tur...
In this paper we present analytical studies of three-dimensional viscous and inviscid simplified Bar...
In this paper we study the regularity of weak solutions to systems of p-Stokes type, describing the ...
International audienceIn 1934 J. Leray proposed a regularization of the Navier-Stokes equations whos...
We perform a new modeling procedure for a 3D turbulent fluid, evolving toward a statistical equilibr...
We present a comprehensive study and full classification of the stationary solutions in Leith's mode...
The purpose of this article is to improve the existence theory for the steady problem of an one-equa...
AbstractWe investigate an evolutive system of non-linear partial differential equations derived from...
summary:We use $L^\infty$ estimates for the inverse Laplacian of the pressure introduced by Plotniko...
summary:We investigate the steady transport equation $$ \lambda z+w\cdot \nabla z+az=f,\quad \lambda...
International audienceIn this paper we show that the rotational Smagorinsky model for turbulent flow...
In this paper we show that the rotational Smagorinsky model for turbulent flows, can be put, for a w...
In this paper we present a derivation of a back-scatter rotational Large Eddy Simulation model, whic...
In this paper we propose some new non-uniformly-elliptic/damping regularizations of the Navier- Stok...
We investigate a stationary model for turbulent flows, in which the Navier-Stokes system is coupled ...
AbstractWe show an alternative proof for the existence of weak solutions to equations describing tur...
In this paper we present analytical studies of three-dimensional viscous and inviscid simplified Bar...
In this paper we study the regularity of weak solutions to systems of p-Stokes type, describing the ...
International audienceIn 1934 J. Leray proposed a regularization of the Navier-Stokes equations whos...
We perform a new modeling procedure for a 3D turbulent fluid, evolving toward a statistical equilibr...
We present a comprehensive study and full classification of the stationary solutions in Leith's mode...
The purpose of this article is to improve the existence theory for the steady problem of an one-equa...
AbstractWe investigate an evolutive system of non-linear partial differential equations derived from...
summary:We use $L^\infty$ estimates for the inverse Laplacian of the pressure introduced by Plotniko...
summary:We investigate the steady transport equation $$ \lambda z+w\cdot \nabla z+az=f,\quad \lambda...
International audienceIn this paper we show that the rotational Smagorinsky model for turbulent flow...
In this paper we show that the rotational Smagorinsky model for turbulent flows, can be put, for a w...