International audienceIn this note we will present some existence and uniqueness issues for three coupled PDE-ODE systems. The common frame is that they arise as the asymptotical dynamics of a regular, incompressible two-dimensional flow interacting with: • points at which the vorticity is highly concentrated (point vortices); • an obstacle shrinking to a steady point; • rigid bodies contracting to moving massive particles. We will mainly focus on the last situation, corresponding to the article [11], which is a joint work with Christophe Lacave
This book contains two review articles on the dynamics of partial differential equations that deal w...
We study in this work the influence of a thin obstacle on the behavior of incompressible flow. We ex...
The book addresses recent developments of the mathematical research on the Navier-Stokes and Euler e...
International audienceIn this paper, we study the well-posedness for a coupled PDE/ODE system descri...
In this paper, we consider two systems modelling the evolution of a rigid body in an incompressible ...
International audienceWe prove the existence of solutions of a coupled PDE-ODE system modeling the i...
AbstractIn this paper, we consider some systems which are close to the stationary Navier-Stokes equa...
In this paper, we consider two systems modelling the evolution of a rigid body in an incompressible ...
1 Title: Mathematical analysis of models for viscoelastic fluids Author: Ondřej Kreml Department: Ma...
We consider the motion of several solids in a bounded cavity filled with a perfect incompressible fl...
Asymptotic AnalysisInternational audienceIn this paper we introduce a PDE system which aims at descr...
Using analytical and numerical methods, the investigators have investigated slightly compressible fl...
In the thesis we investigate two problems on Partial Differential Equations (PDEs) in differential geo...
International audienceWe consider the motion of several rigid bodies immersed in a two-dimensional i...
In this thesis, mathematical systems of coupled differential equations arising in fluid dynamics are...
This book contains two review articles on the dynamics of partial differential equations that deal w...
We study in this work the influence of a thin obstacle on the behavior of incompressible flow. We ex...
The book addresses recent developments of the mathematical research on the Navier-Stokes and Euler e...
International audienceIn this paper, we study the well-posedness for a coupled PDE/ODE system descri...
In this paper, we consider two systems modelling the evolution of a rigid body in an incompressible ...
International audienceWe prove the existence of solutions of a coupled PDE-ODE system modeling the i...
AbstractIn this paper, we consider some systems which are close to the stationary Navier-Stokes equa...
In this paper, we consider two systems modelling the evolution of a rigid body in an incompressible ...
1 Title: Mathematical analysis of models for viscoelastic fluids Author: Ondřej Kreml Department: Ma...
We consider the motion of several solids in a bounded cavity filled with a perfect incompressible fl...
Asymptotic AnalysisInternational audienceIn this paper we introduce a PDE system which aims at descr...
Using analytical and numerical methods, the investigators have investigated slightly compressible fl...
In the thesis we investigate two problems on Partial Differential Equations (PDEs) in differential geo...
International audienceWe consider the motion of several rigid bodies immersed in a two-dimensional i...
In this thesis, mathematical systems of coupled differential equations arising in fluid dynamics are...
This book contains two review articles on the dynamics of partial differential equations that deal w...
We study in this work the influence of a thin obstacle on the behavior of incompressible flow. We ex...
The book addresses recent developments of the mathematical research on the Navier-Stokes and Euler e...