Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations

This article is devoted to the development of correct methods of electrodynamic analysis of microstrip antennas with substrates of chiral metamaterials. The method of analysis of such antennas based on the method of singular integral representations of the field and the method of surface impedances...

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Main Author: A.M. Neshcheret
Format: Article
Language:English
Published: Povolzhskiy State University of Telecommunications & Informatics 2018-04-01
Series:Физика волновых процессов и радиотехнические системы
Subjects:
Online Access:https://journals.ssau.ru/pwp/article/viewFile/6943/6805
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author A.M. Neshcheret
author_facet A.M. Neshcheret
author_sort A.M. Neshcheret
collection DOAJ
description This article is devoted to the development of correct methods of electrodynamic analysis of microstrip antennas with substrates of chiral metamaterials. The method of analysis of such antennas based on the method of singular integral representations of the field and the method of surface impedances is proposed. A singular integral equation for the unknown function of the current density distribution over the radiator is obtained. Two methods of solving this equation are shown: the method of moments and the method of partial reversal of the operator. A convergence study was conducted. The approbation of the proposed method on the example of solving the test problem using the Feko software complex is performed.
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spelling doaj.art-fef47b73d5d74cb1b83d7cc2bd25ec9b2023-12-22T10:31:39ZengPovolzhskiy State University of Telecommunications & InformaticsФизика волновых процессов и радиотехнические системы1810-31892782-294X2018-04-012146166513Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equationsA.M. Neshcheret0АО «Самарское инновационное предприятие радиосистем»This article is devoted to the development of correct methods of electrodynamic analysis of microstrip antennas with substrates of chiral metamaterials. The method of analysis of such antennas based on the method of singular integral representations of the field and the method of surface impedances is proposed. A singular integral equation for the unknown function of the current density distribution over the radiator is obtained. Two methods of solving this equation are shown: the method of moments and the method of partial reversal of the operator. A convergence study was conducted. The approbation of the proposed method on the example of solving the test problem using the Feko software complex is performed.https://journals.ssau.ru/pwp/article/viewFile/6943/6805metamaterialchiral environmentmicrostrip antennasingular integral equationconvergencecorrect a math problem
spellingShingle A.M. Neshcheret
Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
Физика волновых процессов и радиотехнические системы
metamaterial
chiral environment
microstrip antenna
singular integral equation
convergence
correct a math problem
title Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
title_full Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
title_fullStr Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
title_full_unstemmed Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
title_short Analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
title_sort analysis of microstrip antennas with chiral metamaterials substrates by method of singular integral equations
topic metamaterial
chiral environment
microstrip antenna
singular integral equation
convergence
correct a math problem
url https://journals.ssau.ru/pwp/article/viewFile/6943/6805
work_keys_str_mv AT amneshcheret analysisofmicrostripantennaswithchiralmetamaterialssubstratesbymethodofsingularintegralequations