Title :
GMRES-FFT accelerated magnetoquasistatic calculations using PEEC
Author :
Schellenberg, T. ; Schneider, Markus
Author_Institution :
RF & Microwave Eng. Lab., Univ. of Bremen, Bremen, Germany
Abstract :
The GMRES-FFT algorithm can be used with integral equation methods such as PEEC to achieve great improvements in storage requirements and computation times. These improvements come at the cost of being required to use a regular, rectangular mesh, which may reduce flexibility. In this work, the magnetoquasistatic solution of arbitrary structures embedded within this regular mesh are explored and new preconditioner strategies are presented that assist in accelerating the solution of these arbitrary structures.
Keywords :
electric field integral equations; electromagnetic field theory; fast Fourier transforms; magnetic field integral equations; GMRES-FFT accelerated magnetoquasistatic calculations; GMRES-FFT algorithm; PEEC; arbitrary structures; computation times; fast Fourier transform; generalized minimum residual method; integral equation methods; magnetoquasistatic solution; partial element equivalent circuit; preconditioner strategies; rectangular mesh; storage requirements; Electromagnetic compatibility; Equations; Europe; Phantoms; Shape; Skin; Vectors;
Conference_Titel :
Electromagnetic Compatibility (EMC EUROPE), 2013 International Symposium on
Conference_Location :
Brugge