The paper presents the coupling between the finite element and the boundary element methods as an efficient technique to solve the problem of the modelization of movement in two-dimensional electromagnetic field computations. On the one hand, the finite elements are used inside the magnetic and conducting parts where they permit to take into account the complex behaviour of materials such as saturable ferromagnetic materials. On the other, the boundary elements are used around the moving parts where they prevent the deformation of the meshes. The formulation of the eddy current problems leads to an automatic computation of the motional induced electromotive force.Cet article présente le couplage entre les éléments finis et les éléments fron...
Purpose: To develop a sub-domain perturbation technique for efficiently modeling moving systems in m...
Abstract. We present a finite-element based method for the computation of force fields, using the la...
The theory of discrete electromagnetism (DEM) is quickly gaining ground in the computational electro...
The paper presents the coupling between the finite element and the boundary element methods as an ef...
elements-boundary elements coupling for the movement modeling in two-dimensional structure
The numerical analysis of electromagnetic devices by means of finite element methods (FEM) is often ...
The paper concerns the application of a non-conforming domain decomposition method to the problem of...
A more general formulation of two-dimensional (2-D) transient finite element method (FEM) for the co...
When simulating the opération of electromechanical devices, magnetic, electric and mechanical aspect...
When simulating the opération of electromechanical devices, magnetic, electric and mechanical aspect...
A symmetric coupling of methods of finiteand boundary elements for numerical solution of transiented...
The modeling of electromechanical problems is discussed. The simultaneous consideration of two disti...
A symmetric coupling of methods of finite and boundary elements for numerical solution of transient ...
Purpose - To develop a sub-domain perturbation technique for efficiently modeling moving systems in ...
A recently developed modeling scheme for the numerical simulation of coupled electrostatic-mechanica...
Purpose: To develop a sub-domain perturbation technique for efficiently modeling moving systems in m...
Abstract. We present a finite-element based method for the computation of force fields, using the la...
The theory of discrete electromagnetism (DEM) is quickly gaining ground in the computational electro...
The paper presents the coupling between the finite element and the boundary element methods as an ef...
elements-boundary elements coupling for the movement modeling in two-dimensional structure
The numerical analysis of electromagnetic devices by means of finite element methods (FEM) is often ...
The paper concerns the application of a non-conforming domain decomposition method to the problem of...
A more general formulation of two-dimensional (2-D) transient finite element method (FEM) for the co...
When simulating the opération of electromechanical devices, magnetic, electric and mechanical aspect...
When simulating the opération of electromechanical devices, magnetic, electric and mechanical aspect...
A symmetric coupling of methods of finiteand boundary elements for numerical solution of transiented...
The modeling of electromechanical problems is discussed. The simultaneous consideration of two disti...
A symmetric coupling of methods of finite and boundary elements for numerical solution of transient ...
Purpose - To develop a sub-domain perturbation technique for efficiently modeling moving systems in ...
A recently developed modeling scheme for the numerical simulation of coupled electrostatic-mechanica...
Purpose: To develop a sub-domain perturbation technique for efficiently modeling moving systems in m...
Abstract. We present a finite-element based method for the computation of force fields, using the la...
The theory of discrete electromagnetism (DEM) is quickly gaining ground in the computational electro...