This paper describes a systematic geometric approach to solve magneto-quasi-static coupled field\u2013circuit problems. The field problem analysis is based on formulating the boundary value problem with an electric vector potential and a scalar magnetic potential. The field\u2013circuit coupling and the definition of potentials are formally examined within the framework of homology theory
Purpose - To propose a novel 3D hybrid approach, based on a discrete formulation of Maxwell equation...
AbstractA general field–circuit coupling mechanism for electromagnetic models is presented. The topo...
We present an effective technique to solve eddy current problems on the conductors of arbitrary topo...
We propose a way to couple field equations for quasistatics in a bounded domain-where electromagneti...
We propose a way to couple field equations for quasistatics in a bounded domain-where electromagneti...
This paper presents a novel technique to perform the topological pre-processing needed in formulatio...
This paper presents a novel technique to perform the topological pre-processing needed in formulatio...
In the computational electromagnetism community it is known how the differential formulation of an e...
A novel h-φ approach for solving 3-D time-harmonic eddy current problems is presented. It makes it p...
We propose a pair of approaches to account for voltage driven coils when solving 3D eddy-current pro...
International audienceThis paper deals with a device which is particularly relevant to test 3D quasi...
Modeling electric circuits that contain magnetoquasistatic (MQS) devices leads to a coupled system o...
The aim of this paper is to provide a mathematical and numerical analysis for a FEM-BEM coupling app...
The aim of this paper is to propose improved T - psi finite element schemes for eddy current problem...
In this paper we show unique solvability of an abstract coupled problem which originates from a fiel...
Purpose - To propose a novel 3D hybrid approach, based on a discrete formulation of Maxwell equation...
AbstractA general field–circuit coupling mechanism for electromagnetic models is presented. The topo...
We present an effective technique to solve eddy current problems on the conductors of arbitrary topo...
We propose a way to couple field equations for quasistatics in a bounded domain-where electromagneti...
We propose a way to couple field equations for quasistatics in a bounded domain-where electromagneti...
This paper presents a novel technique to perform the topological pre-processing needed in formulatio...
This paper presents a novel technique to perform the topological pre-processing needed in formulatio...
In the computational electromagnetism community it is known how the differential formulation of an e...
A novel h-φ approach for solving 3-D time-harmonic eddy current problems is presented. It makes it p...
We propose a pair of approaches to account for voltage driven coils when solving 3D eddy-current pro...
International audienceThis paper deals with a device which is particularly relevant to test 3D quasi...
Modeling electric circuits that contain magnetoquasistatic (MQS) devices leads to a coupled system o...
The aim of this paper is to provide a mathematical and numerical analysis for a FEM-BEM coupling app...
The aim of this paper is to propose improved T - psi finite element schemes for eddy current problem...
In this paper we show unique solvability of an abstract coupled problem which originates from a fiel...
Purpose - To propose a novel 3D hybrid approach, based on a discrete formulation of Maxwell equation...
AbstractA general field–circuit coupling mechanism for electromagnetic models is presented. The topo...
We present an effective technique to solve eddy current problems on the conductors of arbitrary topo...