In this paper, a time-domain formulation for two-dimensional (2-D) eddy-current problems based on a discrete geometric approach is presented. The method bears very strong similarities with a mass-lumped thetas-type finite-element method (FEM) formulation. Analogies and differences are highlighted, and a numerical experiment is reporte
This book deals with the mathematical analysis and the numerical approximation of eddy current probl...
We investigate the A-phi finite element method with the global coarse grids and the local fine grids...
The eddy current model is obtained from Maxwell’s equations by neglecting the displacement currents ...
In this paper, a time-domain formulation for two-dimensional (2-D) eddy-current problems based on a ...
The aim of this paper is to present a 3-D time-domain eddy-current formulation based on the discrete...
The aim of this paper is to present a 3-D time-domain eddy-current A formulation based on the discre...
The paper deals with a method, based on the finite formulation approach for the solution of a quasi-...
In the computational electromagnetism community it is known how the differential formulation of an e...
A space-time finite-element (FE) method is developed for the eddy-current analysis that enables temp...
A three-dimensional finite element method using the A-φ formulation for analyzing time-periodic...
We present an effective technique to solve eddy current problems on the conductors of arbitrary topo...
A novel h-φ approach for solving 3-D time-harmonic eddy current problems is presented. It makes it p...
The paper presents a formulation for two-dimensional anisotropic eddy current problems developed bot...
We propose a pair of approaches to account for voltage driven coils when solving 3D eddy-current pro...
Using a geometric formulation for eddy currents, we present a geometric approach to constructing app...
This book deals with the mathematical analysis and the numerical approximation of eddy current probl...
We investigate the A-phi finite element method with the global coarse grids and the local fine grids...
The eddy current model is obtained from Maxwell’s equations by neglecting the displacement currents ...
In this paper, a time-domain formulation for two-dimensional (2-D) eddy-current problems based on a ...
The aim of this paper is to present a 3-D time-domain eddy-current formulation based on the discrete...
The aim of this paper is to present a 3-D time-domain eddy-current A formulation based on the discre...
The paper deals with a method, based on the finite formulation approach for the solution of a quasi-...
In the computational electromagnetism community it is known how the differential formulation of an e...
A space-time finite-element (FE) method is developed for the eddy-current analysis that enables temp...
A three-dimensional finite element method using the A-φ formulation for analyzing time-periodic...
We present an effective technique to solve eddy current problems on the conductors of arbitrary topo...
A novel h-φ approach for solving 3-D time-harmonic eddy current problems is presented. It makes it p...
The paper presents a formulation for two-dimensional anisotropic eddy current problems developed bot...
We propose a pair of approaches to account for voltage driven coils when solving 3D eddy-current pro...
Using a geometric formulation for eddy currents, we present a geometric approach to constructing app...
This book deals with the mathematical analysis and the numerical approximation of eddy current probl...
We investigate the A-phi finite element method with the global coarse grids and the local fine grids...
The eddy current model is obtained from Maxwell’s equations by neglecting the displacement currents ...