A new set of nonlocal boundary conditions is proposed for the higher modes of the 3D inviscid primitive equations. Numerical schemes using the splitting-up method are proposed for these modes. Numerical simulations of the full nonlinear primitive equations are performed on a nested set of domains, and the results are discussed
AbstractThe article is devoted to the construction and investigation of various types of difference ...
The construction of exact absorbing boundary conditions (ABCs) for the one-dimensional nonlocal full...
The paper addresses the problem of constructing non-reflecting boundary conditions for two types of ...
National audienceThis work is dedicated to the numerical computations of the primitive equations (PE...
International audienceThis work aims to contribute to what is considered as a major computational is...
AbstractWe consider partial differential equations in an infinite domain in which an artificial boun...
About a half of applied problems in mathematical physics are formulated for infinite spatial domains...
International audienceIn this article we consider the 3D Primitive Equations (PEs) of the ocean, wit...
Abstract: A difference problem which decision we are interested in only into certain grid ...
We present novel nonlocal governing operators in 2D/3D for wave propagation and diffusion. The opera...
In the framework of virtual element discretizazions, we address the problem of imposing non homogene...
In this article, we give an asymptotic expansion, with respect to the viscosity which is considered ...
In this article, we give an asymptotic expansion, with respect to the viscosity which is considered ...
AbstractThe paper deals with studying some modifications of the local one-dimensional schemes for so...
In this thesis, we study several nonlocal models to obtain their numerical solutions accurately and ...
AbstractThe article is devoted to the construction and investigation of various types of difference ...
The construction of exact absorbing boundary conditions (ABCs) for the one-dimensional nonlocal full...
The paper addresses the problem of constructing non-reflecting boundary conditions for two types of ...
National audienceThis work is dedicated to the numerical computations of the primitive equations (PE...
International audienceThis work aims to contribute to what is considered as a major computational is...
AbstractWe consider partial differential equations in an infinite domain in which an artificial boun...
About a half of applied problems in mathematical physics are formulated for infinite spatial domains...
International audienceIn this article we consider the 3D Primitive Equations (PEs) of the ocean, wit...
Abstract: A difference problem which decision we are interested in only into certain grid ...
We present novel nonlocal governing operators in 2D/3D for wave propagation and diffusion. The opera...
In the framework of virtual element discretizazions, we address the problem of imposing non homogene...
In this article, we give an asymptotic expansion, with respect to the viscosity which is considered ...
In this article, we give an asymptotic expansion, with respect to the viscosity which is considered ...
AbstractThe paper deals with studying some modifications of the local one-dimensional schemes for so...
In this thesis, we study several nonlocal models to obtain their numerical solutions accurately and ...
AbstractThe article is devoted to the construction and investigation of various types of difference ...
The construction of exact absorbing boundary conditions (ABCs) for the one-dimensional nonlocal full...
The paper addresses the problem of constructing non-reflecting boundary conditions for two types of ...
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