INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS

The application of integral equations of magnetic field strength for simulating the radiation of multi-mirror antennas with cylindrical reflectors is considered in the article. Preliminary information is given on the aperture and current methods of modeling mirror antennas. The information on the ir...

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Main Authors: V. I. Nefedov, D. N. Trefilov, A. N. Dementiev, V. V. Vetrova, S. M. Kolesnikov, A. V. Shpak
Format: Article
Language:Russian
Published: MIREA - Russian Technological University 2017-06-01
Series:Российский технологический журнал
Subjects:
Online Access:https://www.rtj-mirea.ru/jour/article/view/67
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author V. I. Nefedov
D. N. Trefilov
A. N. Dementiev
V. V. Vetrova
S. M. Kolesnikov
A. V. Shpak
author_facet V. I. Nefedov
D. N. Trefilov
A. N. Dementiev
V. V. Vetrova
S. M. Kolesnikov
A. V. Shpak
author_sort V. I. Nefedov
collection DOAJ
description The application of integral equations of magnetic field strength for simulating the radiation of multi-mirror antennas with cylindrical reflectors is considered in the article. Preliminary information is given on the aperture and current methods of modeling mirror antennas. The information on the irradiator of the main mirror of the antenna in the form of a cylindrical parabolic segment forming a cylindrical wave is given. Information on the authors' patents on the construction of mirror cylindrical antennas is given. The cylindrical shape of the reflectors makes it possible to eliminate the cross-polarization radiation of the mirror antennas. The analysis of antennas is proposed to be performed by numerical methods, by the method of moments, using quadrangular cells, which give an advantage in the cylindrical shape of mirrors. Quadrangular cells allow you to most accurately approximate the shape of the surface of mirrors. An expression is obtained for calculating the coefficients of the system of linear algebraic equations (SLAE) matrix, to which the integral equation reduces. The procedure for eliminating singularities in numerical calculations is considered. Numerical analysis of mirror antennas with cylindrical shape of reflectors allows to significantly reduce the complexity of the problem.
format Article
id doaj-art-4036708fa2b84f23b83466f50efaa8b8
institution Kabale University
issn 2782-3210
2500-316X
language Russian
publishDate 2017-06-01
publisher MIREA - Russian Technological University
record_format Article
series Российский технологический журнал
spelling doaj-art-4036708fa2b84f23b83466f50efaa8b82025-08-20T03:57:27ZrusMIREA - Russian Technological UniversityРоссийский технологический журнал2782-32102500-316X2017-06-015312412910.32362/2500-316X-2017-5-3-124-12967INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNASV. I. Nefedov0D. N. Trefilov1A. N. Dementiev2V. V. Vetrova3S. M. Kolesnikov4A. V. Shpak5Moscow Technological University (MIREA)Moscow Technological University (MIREA)Moscow Technological University (MIREA)Moscow Technological University (MIREA)Moscow Technological University (MIREA)Moscow Technological University (MIREA)The application of integral equations of magnetic field strength for simulating the radiation of multi-mirror antennas with cylindrical reflectors is considered in the article. Preliminary information is given on the aperture and current methods of modeling mirror antennas. The information on the irradiator of the main mirror of the antenna in the form of a cylindrical parabolic segment forming a cylindrical wave is given. Information on the authors' patents on the construction of mirror cylindrical antennas is given. The cylindrical shape of the reflectors makes it possible to eliminate the cross-polarization radiation of the mirror antennas. The analysis of antennas is proposed to be performed by numerical methods, by the method of moments, using quadrangular cells, which give an advantage in the cylindrical shape of mirrors. Quadrangular cells allow you to most accurately approximate the shape of the surface of mirrors. An expression is obtained for calculating the coefficients of the system of linear algebraic equations (SLAE) matrix, to which the integral equation reduces. The procedure for eliminating singularities in numerical calculations is considered. Numerical analysis of mirror antennas with cylindrical shape of reflectors allows to significantly reduce the complexity of the problem.https://www.rtj-mirea.ru/jour/article/view/67mirror antennasdeployable structuresreflectors in the form of a paraboloid of revolutioncylindrical reflectorsnumerical methods for analyzing antennasstructural featurescross-polarization
spellingShingle V. I. Nefedov
D. N. Trefilov
A. N. Dementiev
V. V. Vetrova
S. M. Kolesnikov
A. V. Shpak
INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
Российский технологический журнал
mirror antennas
deployable structures
reflectors in the form of a paraboloid of revolution
cylindrical reflectors
numerical methods for analyzing antennas
structural features
cross-polarization
title INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
title_full INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
title_fullStr INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
title_full_unstemmed INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
title_short INTEGRAL EQUATIONS FOR MODELING CYLINDRICAL MIRROR ANTENNAS
title_sort integral equations for modeling cylindrical mirror antennas
topic mirror antennas
deployable structures
reflectors in the form of a paraboloid of revolution
cylindrical reflectors
numerical methods for analyzing antennas
structural features
cross-polarization
url https://www.rtj-mirea.ru/jour/article/view/67
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AT dntrefilov integralequationsformodelingcylindricalmirrorantennas
AT andementiev integralequationsformodelingcylindricalmirrorantennas
AT vvvetrova integralequationsformodelingcylindricalmirrorantennas
AT smkolesnikov integralequationsformodelingcylindricalmirrorantennas
AT avshpak integralequationsformodelingcylindricalmirrorantennas