International audienceThis paper is devoted to study the controllability of a one-dimensional fluid-particle interaction model where the fluid follows the viscous Burgers equation and the point mass obeys Newton's second law. We prove the null controllability for the velocity of the fluid and the particle and an approximate controllability for the position of the particle with a control variable acting only on the particle. One of the novelties of our work is the fact that we achieve this controllability result in a uniform time for all initial data and without any smallness assumptions on the initial data
In this paper, we prove a controllability result for a fluid-structure interaction problem. In dimen...
In this thesis, we consider the well-posedness and controllability of some systems of fluid-structur...
We construct explicit time-varying feedback laws leading to the global (null) stabilization in small...
In this paper we study, from a control theoretic view point, a 1D model of fluid-particle interactio...
In this paper we deal with the viscous Burgers equation. We study the exact controllability properti...
This paper is devoted to present some positive and negative controllability results for the viscous ...
In this work we study the global controllability of some nonlinear equations of fluid mechanics, nam...
on global controllability for the Burgers equation with two control forces S. Guerrero∗and O. Yu. Im...
In this paper, we study the small-time global null controllability of the generalized Burgers' equat...
We prove a null controllability result for the Vlasov-Navier-Stokes system, which describes the inte...
International audienceIn this paper, we study the controllability of a fluid-structure interaction s...
International audienceIn this work, we are interested in the small time global null controllability ...
This thesis is devoted to the study of the controllability of non linear partial differential equati...
In this work, we address the local controllability of a one-dimensional free boundary problem for a ...
In this paper we study the global controllability of families of the so called non-viscous and visco...
In this paper, we prove a controllability result for a fluid-structure interaction problem. In dimen...
In this thesis, we consider the well-posedness and controllability of some systems of fluid-structur...
We construct explicit time-varying feedback laws leading to the global (null) stabilization in small...
In this paper we study, from a control theoretic view point, a 1D model of fluid-particle interactio...
In this paper we deal with the viscous Burgers equation. We study the exact controllability properti...
This paper is devoted to present some positive and negative controllability results for the viscous ...
In this work we study the global controllability of some nonlinear equations of fluid mechanics, nam...
on global controllability for the Burgers equation with two control forces S. Guerrero∗and O. Yu. Im...
In this paper, we study the small-time global null controllability of the generalized Burgers' equat...
We prove a null controllability result for the Vlasov-Navier-Stokes system, which describes the inte...
International audienceIn this paper, we study the controllability of a fluid-structure interaction s...
International audienceIn this work, we are interested in the small time global null controllability ...
This thesis is devoted to the study of the controllability of non linear partial differential equati...
In this work, we address the local controllability of a one-dimensional free boundary problem for a ...
In this paper we study the global controllability of families of the so called non-viscous and visco...
In this paper, we prove a controllability result for a fluid-structure interaction problem. In dimen...
In this thesis, we consider the well-posedness and controllability of some systems of fluid-structur...
We construct explicit time-varying feedback laws leading to the global (null) stabilization in small...