AbstractIn this paper, we present sufficient smoothness results on the solution of a nonlinear shallow water problem in order to obtain an existence result for the associated adjoint problem. We introduce a necessary but not sufficient existence condition for the functional minimum. The control is made on the velocity boundary condition, in considering observations at isolated points. Moreover, we give a set of numerical results obtained in a real situation
This thesis is concerned with the solution of the shallow water wave equations. To solve the equatio...
This paper presents analysis and optimal control of shallow water flow considering moving boundary. ...
International audienceAn adjoint based technique is applied to a shallow water model in order to est...
Proposed by SIAM Journal on Control and OptimizationInternational audienceWe develop methods of cont...
Shallow water equations (briefly, SWE) provide a model to describe fluid dynamical processes of vari...
The shallow water equations are a symmetric hyperbolic system with two time scales. In meteorologica...
The shallow water equations are a symmetric hyperbolic system with two time scales. In meteorologica...
Proper specification of boundary conditions in shallow water models have been the subject of much re...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
We derive boundary conditions and estimates based on the energy and entropy analysis of systems of t...
We derive boundary conditions and estimates based on the energy and entropy analysis of systems of t...
This thesis is concerned with the solution of the shallow water wave equations. To solve the equatio...
This paper presents analysis and optimal control of shallow water flow considering moving boundary. ...
International audienceAn adjoint based technique is applied to a shallow water model in order to est...
Proposed by SIAM Journal on Control and OptimizationInternational audienceWe develop methods of cont...
Shallow water equations (briefly, SWE) provide a model to describe fluid dynamical processes of vari...
The shallow water equations are a symmetric hyperbolic system with two time scales. In meteorologica...
The shallow water equations are a symmetric hyperbolic system with two time scales. In meteorologica...
Proper specification of boundary conditions in shallow water models have been the subject of much re...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
Exact solutions of the nonlinear shallow water wave equations for forced flow involving linear bott...
We derive boundary conditions and estimates based on the energy and entropy analysis of systems of t...
We derive boundary conditions and estimates based on the energy and entropy analysis of systems of t...
This thesis is concerned with the solution of the shallow water wave equations. To solve the equatio...
This paper presents analysis and optimal control of shallow water flow considering moving boundary. ...
International audienceAn adjoint based technique is applied to a shallow water model in order to est...