Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007: Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007
A handy advantage of the integral equationmethod (IEM) is that it does not require a mesh in the airdomain to solve magnetostatic problems. Field values areobtained after the solution variables have been computed ina so-called post-processing step. Unfortunately, this step canbe very time-consuming. In this paper it is shown how thefast multipole method can be used to speed up thiscomputation. This allows for drawing streamlines since thisoften requires a high number of evaluation points.Therefore, an approach to accurate drawing of streamlinesin combination with specially tailored meshes is presented.
%0 Generic
%1 WolfgangHafla2007a
%A Wolfgang Hafla, Andreas Weinläder, A. Bardakcioglu André Buchau Wolfgang M. Rucker
%D 2007
%K ISW equation fast integral isw-2007 method, multipole post-processing, streamlines
%P --
%T Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007: Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007
%X A handy advantage of the integral equationmethod (IEM) is that it does not require a mesh in the airdomain to solve magnetostatic problems. Field values areobtained after the solution variables have been computed ina so-called post-processing step. Unfortunately, this step canbe very time-consuming. In this paper it is shown how thefast multipole method can be used to speed up thiscomputation. This allows for drawing streamlines since thisoften requires a high number of evaluation points.Therefore, an approach to accurate drawing of streamlinesin combination with specially tailored meshes is presented.
@misc{WolfgangHafla2007a,
__markedentry = {[xtl:6]},
abstract = {A handy advantage of the integral equationmethod (IEM) is that it does not require a mesh in the airdomain to solve magnetostatic problems. Field values areobtained after the solution variables have been computed ina so-called post-processing step. Unfortunately, this step canbe very time-consuming. In this paper it is shown how thefast multipole method can be used to speed up thiscomputation. This allows for drawing streamlines since thisoften requires a high number of evaluation points.Therefore, an approach to accurate drawing of streamlinesin combination with specially tailored meshes is presented.},
added-at = {2016-03-03T09:53:12.000+0100},
author = {{Wolfgang Hafla, Andreas Weinläder}, A. Bardakcioglu André Buchau Wolfgang M. Rucker},
biburl = {https://puma.ub.uni-stuttgart.de/bibtex/234be0f88e4f683875694694cce681766/isw-bibliothek},
interhash = {e667eaaddb80b261c1428378c19ba16f},
intrahash = {34be0f88e4f683875694694cce681766},
keywords = {ISW equation fast integral isw-2007 method, multipole post-processing, streamlines},
pages = {--},
timestamp = {2016-03-03T13:23:11.000+0100},
title = {Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007: Efficient Post-Processing with the Integral Equation Method; COMPEL, vol. 26, no. 3, pp. 873-887, 2007},
year = 2007
}