The diffraction by the half-plane with the fractional boundary condition

Vasil Tabatadze; Eldar Veliyev; Ertuğrul Karaçuha; Kamil Karaçuha

doi:10.47037/2020.ACES.J.351162

The diffraction by the half-plane with the fractional boundary condition

Vasil Tabatadze, Eldar Veliyev, Ertuğrul Karaçuha, Kamil Karaçuha

Research output: Contribution to journal › Article › peer-review

Abstract

In this article, there is considered the electromagnetic plane wave diffraction by the half-plane with fractional boundary conditions. As a mathematical tool, the fractional calculus is used. The theoretical part is given based on which the near field, Poynting vector and energy density distribution are calculated. Interesting results are obtained for the fractional order between marginal values, which describes a new type of material with new properties. The results are analyzed.

Original language	English
Pages (from-to)	1386-1387
Number of pages	2
Journal	Applied Computational Electromagnetics Society Journal
Volume	35
Issue number	11
DOIs	https://doi.org/10.47037/2020.ACES.J.351162
Publication status	Published - Nov 2020

Bibliographical note

Publisher Copyright:
© ACES.

Keywords

Electromagnetic waves
Half-plane
Integral boundary conditions

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10.47037/2020.ACES.J.351162

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title = "The diffraction by the half-plane with the fractional boundary condition",

abstract = "In this article, there is considered the electromagnetic plane wave diffraction by the half-plane with fractional boundary conditions. As a mathematical tool, the fractional calculus is used. The theoretical part is given based on which the near field, Poynting vector and energy density distribution are calculated. Interesting results are obtained for the fractional order between marginal values, which describes a new type of material with new properties. The results are analyzed.",

keywords = "Electromagnetic waves, Half-plane, Integral boundary conditions",

author = "Vasil Tabatadze and Eldar Veliyev and Ertuğrul Kara{\c c}uha and Kamil Kara{\c c}uha",

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AU - Tabatadze, Vasil

AU - Veliyev, Eldar

AU - Karaçuha, Ertuğrul

AU - Karaçuha, Kamil

N1 - Publisher Copyright: © ACES.

PY - 2020/11

Y1 - 2020/11

N2 - In this article, there is considered the electromagnetic plane wave diffraction by the half-plane with fractional boundary conditions. As a mathematical tool, the fractional calculus is used. The theoretical part is given based on which the near field, Poynting vector and energy density distribution are calculated. Interesting results are obtained for the fractional order between marginal values, which describes a new type of material with new properties. The results are analyzed.

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KW - Integral boundary conditions

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JF - Applied Computational Electromagnetics Society Journal

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ER -

The diffraction by the half-plane with the fractional boundary condition

Abstract

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Keywords

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