Presentation 2006-07-27
An Application of Wavelet-Based Method of Moments to Scattering Problems of Periodic Structure
Hidetoshi CHIBA, Yoshio INASAWA, Yoshihiko KONISHI, Shigeru MAKINO,
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Abstract(in English) A huge computation time is required for a method such as the method of moments (MoM) which estimates a physical quantity by descretizing an integral equation to a set of simultaneous linear equations, because its system matrix, impedance matrix in MoM, is dense in general. It has been reported that the wavelet transform can be used to make dense impedance matrix sparse for reduction of the calculation complexity [1]-[6]. However, if the impedance matrix has discontinuity in the space domain, it oscillates in the spectral domain. Consequently enough sparcification can not be realized by the wavelet transform. In this paper, a new transformation based on a wavelet transform is proposed to overcome the case where the impedance matrix becomes discontinuous in the space domain with validation of its effectiveness.
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Keyword(in English) Method of Moments / Wavelet Transform / Scattering Problems / Hadamard Matrix
Paper # EMCJ2006-23
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Committee EMCJ
Conference Date 2006/7/20(1days)
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Paper Information
Registration To Electromagnetic Compatibility (EMCJ)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) An Application of Wavelet-Based Method of Moments to Scattering Problems of Periodic Structure
Sub Title (in English)
Keyword(1) Method of Moments
Keyword(2) Wavelet Transform
Keyword(3) Scattering Problems
Keyword(4) Hadamard Matrix
1st Author's Name Hidetoshi CHIBA
1st Author's Affiliation Mitsubishi Electric Corporation()
2nd Author's Name Yoshio INASAWA
2nd Author's Affiliation Mitsubishi Electric Corporation
3rd Author's Name Yoshihiko KONISHI
3rd Author's Affiliation Mitsubishi Electric Corporation
4th Author's Name Shigeru MAKINO
4th Author's Affiliation Mitsubishi Electric Corporation
Date 2006-07-27
Paper # EMCJ2006-23
Volume (vol) vol.106
Number (no) 182
Page pp.pp.-
#Pages 6
Date of Issue