Three-Dimensional Magnetostatic Problem

Christian Daveau (1) , Bernard Bandelier , Jacques Laminie , S. M. Mefire , Francoise Rioux-Damidau

1 AGM - UMR 8088 - Analyse, Géométrie et Modélisation

The paper is devoted to an approximation of the solution of Maxwell's equations in three dimensional sapce. We present two methods which couple a finite element method inside the magnetic materials with a boundary integral method which uses Poincaré-Steklov operator to describe the exterior domain.

Mots clés: magnetostatic; finite element; boundary integral method

Domaines: Analyse numérique [cs.NA]; Analyse numérique [math.NA]

Christian Daveau, Bernard Bandelier, Jacques Laminie, S. M. Mefire, Francoise Rioux-Damidau. Three-Dimensional Magnetostatic Problem. International Journal for Numerical Methods in Engineering, 1999, 46, pp.117-130. ⟨hal-00150789⟩