D. Beatovic, P. L. Levin, S. Sadovic, and R. , Hutnak : « A Galerkin formulation of the boundary element method for two dimensions and axi-syrnetric problems in electrostatics, Proc. de la 7ème conférence ISH, pp.51-54, 1991.

J. R. Freeman, TRIDIF, A triangular mesh diffusion code, Journal of Computational Physics, vol.41, issue.1, pp.142-153, 1981.
DOI : 10.1016/0021-9991(81)90084-X

G. Dhatt, Touzout : (( Une présentation de la méthode des éléments finis, 1981.

Y. Saito, K. Takahashi, and S. Hayano, Finite element solution of open boundary magnetic field problems, IEEE Transactions on Magnetics, vol.23, issue.5, pp.3569-3571, 1987.
DOI : 10.1109/TMAG.1987.1065581

C. A. Magele, K. Preis, and W. , Renhart : « Some improvements in nonlinear 3D magnetostatics, pp.375-378, 1990.

K. Preis, O. Bardi, C. Biro, W. Magele, K. R. Renhart et al., Vrisk : Numerical analysis of 3D magnetostatic fields, pp.3798-3803, 1991.

A. Bossavit, (( Introduction aux formulations variationelles en électromagnétisme », note interne EDF/DER, HI-7016284, service IMA

H. Singer, H. Steinbigler, and P. , Weiss : (( A Charge simulation method for the calculation of high voltage fields, 1974.

G. O. Mahony, Equation des courants superficiels équivalents et tracé de champ », comptes rendus de 1' Académie des Sciences

J. B. Ayasse, G. Caplain, and J. , Lebacque : (( Calcul numérique des champs magnétiques par les courants ampériens et les charges magnétiques, Institut de Recherche des Transports (I.R.T. Arcueil). Copies disponibles au Cegely

J. Daffe and R. G. , Olsen : (( An integral equation technique for solving rotationally symetric electrostatic problems in conducting and dielectric material, IEEE Trans. on Power Apparatus and Systems, vol.98, issue.5, pp.1609-1616, 1979.

R. G. Olsen, Integral Equations for Electrostatics Problems with Thin Dielectric or Conducting Layers, EI-21 no 4, pp.565-573, 1986.
DOI : 10.1109/TEI.1986.348960

Z. Ren, F. Bouillaut, A. Razek, and J. , Vérité : (( Cornparison of different boundary integral formulations when coupled with finite elements in three dimensions, Proc. IEE vo1, 1988.

M. D. Beasley, J. H. Pickles, M. Fanelli, G. Giuseppetti, G. Gallet et al., Morin : (( Comparative study of three methode for computing electric fields, Proc. IEE, 1979.

P. P. Silvester and D. , Omeragic : (( A comparative experimental study of differentiation methods on finite elements, Int. J. of Applied Electromagnetics in Materials, vol.4, pp.123-136, 1993.

L. Krahenbühl, A. Nicolas, and L. , Nicolas : A graphic interactive package for boundary integral equations, pp.2555-2558, 1985.

S. Rathajeevan and H. Hoole, Computer-aided analysis and design of electromagnetic devices, 1989.

G. Bedrosian, (( Shape functions and Gaussian integration formulas for 2D and 3D finite element analysis », rapport interne, GE Corporate Research and Development

S. Y. Hahn, C. Calmels, G. Meunier, and J. L. , Coulomb : A posteriori error estimate for adaptive finite element mesh generation, pp.315-318, 1988.

H. Tsuboi, T. Asahara, F. Kobayashi, and T. , Misaki : (( Adaptive triangular mesh generation for boundary element method in three-dimensional electrostatic problems, p.97, 1997.

J. Salonen, A. Koski, F. Cameron, K. Forsman, and L. , Kettunen : « Solving dense nonsyrnrnetric linear systems arising from integral formulations, pp.1377-1380
DOI : 10.1109/20.497503

Y. Lu and Z. Xiang, (( Wavelet transforms for fast solutions of electromagnetic problems », Compumag Rio, nov, pp.3-14, 1997.

H. L. Pina, J. L. Fernandez, and C. A. , Some numerical integration formulae over triangles and squares with a l/R singularity, Applied Mathematical Modelling, vol.5, issue.3, p.209, 1981.
DOI : 10.1016/0307-904X(81)90047-0

URL : http://doi.org/10.1016/0307-904x(81)90047-0

H. Igarashi and T. , Honma : « Strategies for the accurate computation of potential derivatives in boundary element method : Application to Two-Dimensional Problems, J. of Computational Physics, pp.244-269, 0119.

M. Koizumi and M. , Utamura : A polar coordinate integration scheme with a hierarchical correction procedure to improve numerical accuracy on the boundary element method, pp.1-83

H. Kisu and T. Kawahara, Boundary element analysis system based on a formulation with relative quantity, Boundary Element X, vol.1, 1988.

T. Higashimachi, N. Okamoto, Y. Ezawa, T. Aizawa, and A. , Ito : (( Interactive structural analysis system using the advanced boundary element method, Proc. of the 5th Int. Conf. on Boundary Elements, pp.847-856, 1983.

M. Enokizono and T. Todaka, Boundary element analysis using revised integration, Electrical Engineering in Japan, vol.106, issue.3, 1986.
DOI : 10.1002/eej.4391060306

M. Enokizono and T. , Todaka : (( Boundary element analysis for the three-dimensional eddy current problem, pp.446-449, 1990.

N. Ghosh and S. Mukherjee, A new boundary element method formulation for three dimensional problems in linear elasticity », Acta Mechanica 67, pp.107-108, 1987.

N. Ghosh, H. Rajiyah, S. Ghosh, and S. , A New Boundary Element Method Formulation for Linear Elasticity, Journal of Applied Mechanics, vol.53, issue.1, pp.69-76, 1986.
DOI : 10.1115/1.3171741

V. Sladek and J. , Sladek : « On a new BEM formulation for 3D problems in linear elasticity », Engineering Analysis with Boundary Elements 9, pp.273-275, 1992.

L. Jun, G. Beer, and J. L. , Meek : (( Efficient evaluation of integrals of order llr, l/r2, l/r3 using Gauss quadrature, Eng. Analysis, vol.2, issue.3, 1985.

L. Jun, G. Beer, and J. L. Meek, The Application of Double Exponential Formulas in Boundary Element Method, Proc. de la 7ime Int. Conf. on Boundary Elements, 1985.

A. Nicolet, Boundary elements and singular integrals in 3D magnetostatics », Engineering Analysis with Boundary Elements 13, pp.193-200, 1994.

J. V. Cox and T. A. , Shugar : (( A recursive integration technique for boundary element methods in elastostatics », AMD-Vo1 The winter meeting of ASME, pp.133-153

E. Greifenstein, Calcul analytique du champ de Biot et Savart d'inducteurs carrés à section carrée, 1988.