Scattering and Absorption of Electromagnetic Plane Waves by a Multilayered Resistive Strip Grating Embedded in a Dielectric Slab

Tatyana L. ZINENKO; Akira MATSUSHIMA; Yoichi OKUNO

Scattering and Absorption of Electromagnetic Plane Waves by a Multilayered Resistive Strip Grating Embedded in a Dielectric Slab

Tatyana L. ZINENKO, Akira MATSUSHIMA, Yoichi OKUNO

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An accurate and efficient numerical solution is presented for a two-dimensional electromagnetic wave scattering from a multilayered resistive strip grating embedded in a dielectric slab. Both E- and H-waves are treated. The problem is formulated into a set of integral equations, which is solved by the moment method accompanied by a regularization procedure. The resultant set of linear algebraic equations has the form of the Fredholm second kind, and therefore yields stable and accurate numerical solutions. The power distribution is computed for several grating parameters. Attention is paid to seek a set of parameters that maximizes absorption in the strips. The low frequency approximate formulas are also derived. This analysis would be useful in designing electromagnetic wave absorbers.

Publication: IEICE TRANSACTIONS on Electronics Vol.E82-C No.12 pp.2255-2264

Publication Date: 1999/12/25

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Type of Manuscript: PAPER

Category: Electromagnetic Theory

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Tatyana L. ZINENKO, Akira MATSUSHIMA, Yoichi OKUNO, "Scattering and Absorption of Electromagnetic Plane Waves by a Multilayered Resistive Strip Grating Embedded in a Dielectric Slab" in IEICE TRANSACTIONS on Electronics, vol. E82-C, no. 12, pp. 2255-2264, December 1999, doi: .
Abstract: An accurate and efficient numerical solution is presented for a two-dimensional electromagnetic wave scattering from a multilayered resistive strip grating embedded in a dielectric slab. Both E- and H-waves are treated. The problem is formulated into a set of integral equations, which is solved by the moment method accompanied by a regularization procedure. The resultant set of linear algebraic equations has the form of the Fredholm second kind, and therefore yields stable and accurate numerical solutions. The power distribution is computed for several grating parameters. Attention is paid to seek a set of parameters that maximizes absorption in the strips. The low frequency approximate formulas are also derived. This analysis would be useful in designing electromagnetic wave absorbers.
URL: https://global.ieice.org/en_transactions/electronics/10.1587/e82-c_12_2255/_p

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@ARTICLE{e82-c_12_2255,
author={Tatyana L. ZINENKO, Akira MATSUSHIMA, Yoichi OKUNO, },
journal={IEICE TRANSACTIONS on Electronics},
title={Scattering and Absorption of Electromagnetic Plane Waves by a Multilayered Resistive Strip Grating Embedded in a Dielectric Slab},
year={1999},
volume={E82-C},
number={12},
pages={2255-2264},
abstract={An accurate and efficient numerical solution is presented for a two-dimensional electromagnetic wave scattering from a multilayered resistive strip grating embedded in a dielectric slab. Both E- and H-waves are treated. The problem is formulated into a set of integral equations, which is solved by the moment method accompanied by a regularization procedure. The resultant set of linear algebraic equations has the form of the Fredholm second kind, and therefore yields stable and accurate numerical solutions. The power distribution is computed for several grating parameters. Attention is paid to seek a set of parameters that maximizes absorption in the strips. The low frequency approximate formulas are also derived. This analysis would be useful in designing electromagnetic wave absorbers.},
keywords={},
doi={},
ISSN={},
month={December},}

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TY - JOUR
TI - Scattering and Absorption of Electromagnetic Plane Waves by a Multilayered Resistive Strip Grating Embedded in a Dielectric Slab
T2 - IEICE TRANSACTIONS on Electronics
SP - 2255
EP - 2264
AU - Tatyana L. ZINENKO
AU - Akira MATSUSHIMA
AU - Yoichi OKUNO
PY - 1999
DO -
JO - IEICE TRANSACTIONS on Electronics
SN -
VL - E82-C
IS - 12
JA - IEICE TRANSACTIONS on Electronics
Y1 - December 1999
AB - An accurate and efficient numerical solution is presented for a two-dimensional electromagnetic wave scattering from a multilayered resistive strip grating embedded in a dielectric slab. Both E- and H-waves are treated. The problem is formulated into a set of integral equations, which is solved by the moment method accompanied by a regularization procedure. The resultant set of linear algebraic equations has the form of the Fredholm second kind, and therefore yields stable and accurate numerical solutions. The power distribution is computed for several grating parameters. Attention is paid to seek a set of parameters that maximizes absorption in the strips. The low frequency approximate formulas are also derived. This analysis would be useful in designing electromagnetic wave absorbers.
ER -