%0 Journal Article %1 1608307 %A Hafla, W. %A Groh, F. %A Buchau, A. %A Rucker, W. M. %D 2006 %J IEEE Transactions on Magnetics %K myown from:andrebuchau %N 4 %P 719-722 %R 10.1109/TMAG.2006.871598 %T Magnetic field computation with integral equation method and energy-controlled relaxation %U https://ieeexplore.ieee.org/document/1608307/ %V 42 %X The magnetic field integral equation method is applied to linear and nonlinear magnetostatic problems. Two drawbacks of this method, the slow convergence rate and the dense system matrix, are tackled. The convergence behavior is improved by a novel algorithm that determines adaptive relaxation factors at every iteration step by an energy minimum principle. The dense matrix is compressed with the fast multipole method

@article{1608307, abstract = {The magnetic field integral equation method is applied to linear and nonlinear magnetostatic problems. Two drawbacks of this method, the slow convergence rate and the dense system matrix, are tackled. The convergence behavior is improved by a novel algorithm that determines adaptive relaxation factors at every iteration step by an energy minimum principle. The dense matrix is compressed with the fast multipole method}, added-at = {2020-09-15T11:53:58.000+0200}, author = {{Hafla}, W. and {Groh}, F. and {Buchau}, A. and {Rucker}, W. M.}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/212e32f5623133239bbf697dacefcc05c/iis}, doi = {10.1109/TMAG.2006.871598}, interhash = {667bd178e7fbbbfcdcdbf79a71ff7bc7}, intrahash = {12e32f5623133239bbf697dacefcc05c}, issn = {1941-0069}, journal = {IEEE Transactions on Magnetics}, keywords = {myown from:andrebuchau}, month = {April}, number = 4, pages = {719-722}, timestamp = {2020-09-15T09:53:58.000+0200}, title = {Magnetic field computation with integral equation method and energy-controlled relaxation}, url = {https://ieeexplore.ieee.org/document/1608307/}, volume = 42, year = 2006 }