A three-dimensional magnetostatic field computation method is presented. It uses the vector potential formulation which is valid for any topology in opposition to the scalar formulation needing special cuts which are not always obvious. We give an attention to the calculation of strongly singular integrals using the Cauchy principal value. Finally, two examples show the good accuracy of this method
A novel hybrid approach for solving magnetostatic problems with an unbounded air domain is presented...
New vector algorithms for the solution of three-dimensional non-linear problems of magnetostatics in...
Three-dimensional computations of electromagnetic fields are presented with the aid of the method of...
The boundary element method using electric field and magnetic flux density has been applied to three...
The results of the application of three well-known 3-D magnetic vector potential (MVP)-based finite-...
The paper is devoted to an approximation of the solution of Maxwell’s equations in three-dimensional...
This paper describes the role and meaning of the gauge condition of magnetic vector potential, and a...
The three dimensional magnetic vector potential (m.v.p.) variational formulation for magnetostatic f...
A method of combined use of magnetic vector potential based finite-element (FE) formulations and mag...
A boundary-element method using a magnetic vector potential for eddy-current analysis is described. ...
A new formulation of magnetostatics is given: it uses the magnetic field $h$ as variable and a pena...
Abstract. We propose mixed and hybrid formulations for the three-dimensional magne-tostatic problem....
International audiencetreated straightforwardly, and the nonlinear problems convergence was easily r...
A method of computing magnetostatic fields is described that is based on a numerical solution of the...
Abstract. The aim of this paper is to analyze a numerical method for solving the magneto-static prob...
A novel hybrid approach for solving magnetostatic problems with an unbounded air domain is presented...
New vector algorithms for the solution of three-dimensional non-linear problems of magnetostatics in...
Three-dimensional computations of electromagnetic fields are presented with the aid of the method of...
The boundary element method using electric field and magnetic flux density has been applied to three...
The results of the application of three well-known 3-D magnetic vector potential (MVP)-based finite-...
The paper is devoted to an approximation of the solution of Maxwell’s equations in three-dimensional...
This paper describes the role and meaning of the gauge condition of magnetic vector potential, and a...
The three dimensional magnetic vector potential (m.v.p.) variational formulation for magnetostatic f...
A method of combined use of magnetic vector potential based finite-element (FE) formulations and mag...
A boundary-element method using a magnetic vector potential for eddy-current analysis is described. ...
A new formulation of magnetostatics is given: it uses the magnetic field $h$ as variable and a pena...
Abstract. We propose mixed and hybrid formulations for the three-dimensional magne-tostatic problem....
International audiencetreated straightforwardly, and the nonlinear problems convergence was easily r...
A method of computing magnetostatic fields is described that is based on a numerical solution of the...
Abstract. The aim of this paper is to analyze a numerical method for solving the magneto-static prob...
A novel hybrid approach for solving magnetostatic problems with an unbounded air domain is presented...
New vector algorithms for the solution of three-dimensional non-linear problems of magnetostatics in...
Three-dimensional computations of electromagnetic fields are presented with the aid of the method of...