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Refinado por: Lista de Todas as Versões Ieee Transactions On Magnetics remover Lista de Todas as Versões Magnetic Fields remover
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11
FEM/BEM Hybrid Method for Magnetic Field Evaluation Due to Underground Power Cables
FEM/BEM Hybrid Method for Magnetic Field Evaluation Due to Underground Power Cables
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FEM/BEM Hybrid Method for Magnetic Field Evaluation Due to Underground Power Cables

Machado, Vitor Maló

IEEE transactions on magnetics, 2010-08, Vol.46 (8), p.2876-2879

New York, NY: IEEE

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12
Comparison Between BEM and Classical FEM for a 3D Low-Frequency Eddy-Current Analysis
Comparison Between BEM and Classical FEM for a 3D Low-Frequency Eddy-Current Analysis
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Comparison Between BEM and Classical FEM for a 3D Low-Frequency Eddy-Current Analysis

Pusch, David ; Smajic, Jasmin ; Andjelic, Zoran ; Ostrowski, Joerg Marc

IEEE transactions on magnetics, 2010-08, Vol.46 (8), p.2919-2922

New York, NY: IEEE

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13
Improvement of the accuracy of 3-D electron trajectory calculations using both the finite element method and the boundary element method
Improvement of the accuracy of 3-D electron trajectory calculations using both the finite element method and the boundary element method
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Improvement of the accuracy of 3-D electron trajectory calculations using both the finite element method and the boundary element method

Sawada, T. ; Ko Yoneda

IEEE transactions on magnetics, 1997-03, Vol.33 (2), p.1730-1735

IEEE

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14
Computation of 3D induction hardening problems by combined finite and boundary element methods
Computation of 3D induction hardening problems by combined finite and boundary element methods
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Computation of 3D induction hardening problems by combined finite and boundary element methods

Wanser, S. ; Krahendbuhl, L. ; Nicolas, A.

IEEE transactions on magnetics, 1994-09, Vol.30 (5), p.3320-3323

New York, NY: IEEE

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15
Calculation of the magnetic field of coils with open iron core using boundary element method
Calculation of the magnetic field of coils with open iron core using boundary element method
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Calculation of the magnetic field of coils with open iron core using boundary element method

Guo, J.X. ; Biringer, P.P.

IEEE transactions on magnetics, 1991-09, Vol.27 (5), p.4097-4100

New York, NY: IEEE

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16
Treatment of singularities in the computation of magnetic fields with periodic boundary conditions by the boundary element method
Treatment of singularities in the computation of magnetic fields with periodic boundary conditions by the boundary element method
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Treatment of singularities in the computation of magnetic fields with periodic boundary conditions by the boundary element method

Kost, A. ; Shen, J.X.

IEEE transactions on magnetics, 1990-03, Vol.26 (2), p.607-609

New York, NY: IEEE

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17
Application of T-method to AC problem based on boundary element method
Application of T-method to AC problem based on boundary element method
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Application of T-method to AC problem based on boundary element method

Miya, K. ; Hashizume, H.

IEEE transactions on magnetics, 1988-01, Vol.24 (1), p.134-137

IEEE

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18
Dependence of the inverse solution accuracy in magnetocardiography on the boundary-element discretization
Dependence of the inverse solution accuracy in magnetocardiography on the boundary-element discretization
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Dependence of the inverse solution accuracy in magnetocardiography on the boundary-element discretization

Haueisen, J. ; Schreiber, J. ; Brauer, H. ; Knosche, T.R.

IEEE transactions on magnetics, 2002-03, Vol.38 (2), p.1045-1048

New York, NY: IEEE

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19
The solution of 3D multiple scattering problems using the boundary element method
The solution of 3D multiple scattering problems using the boundary element method
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The solution of 3D multiple scattering problems using the boundary element method

Rucker, W.M. ; Schlemmer, E. ; Richter, K.R.

IEEE transactions on magnetics, 1994-09, Vol.30 (5), p.3132-3135

New York, NY: IEEE

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20
Convection-diffusion analysis at high Peclet number by the boundary element method
Convection-diffusion analysis at high Peclet number by the boundary element method
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Convection-diffusion analysis at high Peclet number by the boundary element method

Enokizono, M. ; Nagata, S.

IEEE transactions on magnetics, 1992-03, Vol.28 (2), p.1651-1654

New York, NY: IEEE

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