DocumentCode
622849
Title
Efficient integral equation based solvers for modelling antennas mounted on electrically large and complex platform
Author
Chao-Fu Wang ; Zi-Liang Liu ; Shaoxin Peng
Author_Institution
Temasek Labs., Nat. Univ. of Singapore, Singapore, Singapore
fYear
2013
fDate
20-24 May 2013
Firstpage
322
Lastpage
325
Abstract
Efficient modelling of the performance of antennas mounted on electrically large and complex platform is essential for practical antenna design with considering environment effect and yet a challenging area in electromagnetic compatibility (EMC) assessment. This paper presents our team efforts to tackle this problem through three ways: (1) fast full-wave simulation code development with technical core of surface-wire integral equation (SWIE) and precorrected-FFT (P-FFT) algorithm; (2) efficient hybrid low and high frequency modelling capability with technical core of a newly developed efficient iterative method of moments (MoM) - physical optics (PO) hybrid method; (3) hardware accelerated simulation capability with technical core of parallel P-FFT implementation for solving SWIE on GPU. Successful simulation of many standard benchmarks and realistic targets extensively validates the proposed three techniques.
Keywords
antennas; electromagnetic compatibility; fast Fourier transforms; integral equations; iterative methods; method of moments; EMC assessment; MoM-physical optics; P-FFT algorithm; SWIE; antenna design; electromagnetic compatibility; full-wave simulation code development; hardware accelerated simulation; integral equation based solver; iterative method of moments; parallel P-FFT; precorrected-FFT; surface-wire integral equation; Algorithm design and analysis; Antennas; Electromagnetic compatibility; Graphics processing units; Mathematical model; Method of moments;
fLanguage
English
Publisher
ieee
Conference_Titel
Electromagnetic Theory (EMTS), Proceedings of 2013 URSI International Symposium on
Conference_Location
Hiroshima
Print_ISBN
978-1-4673-4939-0
Type
conf
Filename
6565741
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