International audienceIn the domain of field computation with the finite-element method, choosing the mesh refinement is an important step to obtain an accurate solution. In order to evaluate the quality of the mesh, a posteriori error estimators are frequently used. In this paper, we propose to analyze and to compare residual and equilibrated error estimators for eddy-current problems in the case of A-φ and T-Ω formulations. The different properties of the estimators will be discussed
We consider H(curl;Ω)-elliptic problems that have been discretized by means of Nédélec's edge elemen...
The eddy-current model is an approximation of the full Maxwell equations. We will give estimates for...
International audienceIn the modeling of eddy current problems, potential formulations are widely us...
The finite element computation of eddy current problems introduces numerical error. This error can o...
International audienceFor eddy current problems, potential formulations are widely used nowadays. In...
Abstract—Four local error estimators used for a posteriori h-type adaptive finite-element mesh gener...
International audienceIn finite element computations, the choice of the mesh is crucial to obtain ac...
International audienceThe eddy-current model is an approximation of the full Maxwell equations. We w...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
A strategy of mesh adaptation in eddy current finite element modeling is developed from both residua...
We consider H(curl;Ω)-elliptic problems that have been discretized by means of Nédélec's edge elemen...
We consider H(curl;Ω)-elliptic problems that have been discretized by means of Nédélec's edge elemen...
The eddy-current model is an approximation of the full Maxwell equations. We will give estimates for...
International audienceIn the modeling of eddy current problems, potential formulations are widely us...
The finite element computation of eddy current problems introduces numerical error. This error can o...
International audienceFor eddy current problems, potential formulations are widely used nowadays. In...
Abstract—Four local error estimators used for a posteriori h-type adaptive finite-element mesh gener...
International audienceIn finite element computations, the choice of the mesh is crucial to obtain ac...
International audienceThe eddy-current model is an approximation of the full Maxwell equations. We w...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
International audienceA local error estimation and adaptive meshing method for finite element analys...
A strategy of mesh adaptation in eddy current finite element modeling is developed from both residua...
We consider H(curl;Ω)-elliptic problems that have been discretized by means of Nédélec's edge elemen...
We consider H(curl;Ω)-elliptic problems that have been discretized by means of Nédélec's edge elemen...
The eddy-current model is an approximation of the full Maxwell equations. We will give estimates for...
International audienceIn the modeling of eddy current problems, potential formulations are widely us...