In this paper, we study the exterior boundary value problems of the Darwin model to the Maxwell's equations. The variational formulation is established and the existence and uniqueness is proved. We use the infinite element method to solve the problem, only a small amount of computational work is needed. Numerical examples are given as well as a proof of convergence
This paper proposes and analyzes a full discretization of the exterior transient Stokes problem with...
We consider the Maxwell equations in a domain with Lipschitz boundary and the boundary integral oper...
The essence of the boundary-field equation method is the reduction of the boundary value problem un...
In this paper, we study the exterior boundary value problems of the Darwin model to the Maxwell's eq...
Maxwell's equations are the foundation of electromagnetics, its extensive applications make com...
International audienceIn many cases, the numerical resolution of Maxwell's equations is very expensi...
. We will derive the H(curl; \Omega\Gamma and H(curl; div;\Omega\Gamma variational formulations for...
AbstractWe consider the quasistatic and Darwin models of approximation of the time-dependent Maxwell...
The main focus of this dissertation is to implement discrete exterior calculus (DEC) in electromagne...
International audienceThis paper describes a method of coupling between finite elements and integral...
© 2016, Springer Science+Business Media New York. In plasma simulations, where the speed of light di...
There are two cases of the exterior problems of the Helmholtz equation. If lambda greater than or eq...
Abstract: This paper provides a Lp-theory for the Maxwell-system in the semistatic limit case in an ...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
We present a variational formulation of electrodynamics using de Rham even and odd differential form...
This paper proposes and analyzes a full discretization of the exterior transient Stokes problem with...
We consider the Maxwell equations in a domain with Lipschitz boundary and the boundary integral oper...
The essence of the boundary-field equation method is the reduction of the boundary value problem un...
In this paper, we study the exterior boundary value problems of the Darwin model to the Maxwell's eq...
Maxwell's equations are the foundation of electromagnetics, its extensive applications make com...
International audienceIn many cases, the numerical resolution of Maxwell's equations is very expensi...
. We will derive the H(curl; \Omega\Gamma and H(curl; div;\Omega\Gamma variational formulations for...
AbstractWe consider the quasistatic and Darwin models of approximation of the time-dependent Maxwell...
The main focus of this dissertation is to implement discrete exterior calculus (DEC) in electromagne...
International audienceThis paper describes a method of coupling between finite elements and integral...
© 2016, Springer Science+Business Media New York. In plasma simulations, where the speed of light di...
There are two cases of the exterior problems of the Helmholtz equation. If lambda greater than or eq...
Abstract: This paper provides a Lp-theory for the Maxwell-system in the semistatic limit case in an ...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
We present a variational formulation of electrodynamics using de Rham even and odd differential form...
This paper proposes and analyzes a full discretization of the exterior transient Stokes problem with...
We consider the Maxwell equations in a domain with Lipschitz boundary and the boundary integral oper...
The essence of the boundary-field equation method is the reduction of the boundary value problem un...
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