Scattering by Two-Dimensional Rectangular Resistive Plane Gratings with Anisotropic Slab
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概要
- 論文の詳細を見る
We present a 4×4 matrix-based analysis of scattering from a two-dimensional rectangular resistive plane gratings placed on an anisotropic dielectric slab. The solution procedure used is formulated by extending the 4×4 matrix approach [14]. The fields are expanded in terms of two-dimensional Floquet modes. Total fields can be given as sum of primary and secondary fields whose expression are obtained through eigenvalue problem of coupled wave matrix. Unknown currents on resistive patches are determined by applying Galerkin's method to the resistive boundary condition on resistive grating. Results are compared with other numerical examples available in the literature for isotropic cases. Further, numerical calculation are performed in the case of gratings with polar-type anisotropic slab.
- 社団法人電子情報通信学会の論文
- 1995-10-25
著者
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YAMAKITA Jiro
Faculty of Computer Science and System Engineering, Okayama Prefectural University
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Yamakita J
Okayama Prefectural Univ. Soja‐shi Jpn
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Yamakita J
The Faculty Of Information Engineering Okayama Prefectural University
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Yamakita Jiro
The Faculty Of Computer Science And System Engineering Okayama Prefectural University
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Yamakita Jiro
Faculty Of Computer Science And System Engineering Okayama Prefectural University
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Yamakita Jiro
The Faculty Of Information Engineering Okayama Prefecture University
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Ishii J
College Of Biology-oriented Science And Technology Kinki University
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Ishii Junya
Department Of Electronic System And Information Engineering Faculty Of Biology-oriented Science And
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Sawa Shinnosuke
Faculty of Engineering, Osaka Prefectural University
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Asai Masamitsu
Faculty of Biology-Oriented Science and Technology, Kinki University
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Ishii Junya
Faculty of Biology-Oriented Science and Technology, Kinki University
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Asai Masamitsu
The Faculty Of Biology-oriented Science And Technology Kinki University
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Sawa Shinnosuke
Faculty Of Engineering Osaka Prefectural University
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Asai Masamitsu
Faculty Of Biology-oriented Science And Technology Kinki University
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