Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations

The method of the numerical solution of a task of distribution of current for wire antennas of any geometry is offered. The method differs in a universality combination in relation to geometry of a radiator, high reliability of the decision and a possibility of full automation of calculations. The a...

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Main Authors: Yu. N. Egorov, V. V. Gladeychuk
Format: Article
Language:Russian
Published: Educational institution «Belarusian State University of Informatics and Radioelectronics» 2019-06-01
Series:Doklady Belorusskogo gosudarstvennogo universiteta informatiki i radioèlektroniki
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Online Access:https://doklady.bsuir.by/jour/article/view/891
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author Yu. N. Egorov
V. V. Gladeychuk
author_facet Yu. N. Egorov
V. V. Gladeychuk
author_sort Yu. N. Egorov
collection DOAJ
description The method of the numerical solution of a task of distribution of current for wire antennas of any geometry is offered. The method differs in a universality combination in relation to geometry of a radiator, high reliability of the decision and a possibility of full automation of calculations. The assessment of reliability is executed by the solution of a test task for the linear symmetric vibrator.
format Article
id doaj-art-89a59e801a59433e86a5298f1cedbcd2
institution Kabale University
issn 1729-7648
language Russian
publishDate 2019-06-01
publisher Educational institution «Belarusian State University of Informatics and Radioelectronics»
record_format Article
series Doklady Belorusskogo gosudarstvennogo universiteta informatiki i radioèlektroniki
spelling doaj-art-89a59e801a59433e86a5298f1cedbcd22025-08-20T03:43:55ZrusEducational institution «Belarusian State University of Informatics and Radioelectronics»Doklady Belorusskogo gosudarstvennogo universiteta informatiki i radioèlektroniki1729-76482019-06-01045661890Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equationsYu. N. Egorov0V. V. Gladeychuk1Military academy of the Republic of BelarusMilitary academy of the Republic of BelarusThe method of the numerical solution of a task of distribution of current for wire antennas of any geometry is offered. The method differs in a universality combination in relation to geometry of a radiator, high reliability of the decision and a possibility of full automation of calculations. The assessment of reliability is executed by the solution of a test task for the linear symmetric vibrator.https://doklady.bsuir.by/jour/article/view/891wire antennasnumerical methods
spellingShingle Yu. N. Egorov
V. V. Gladeychuk
Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
Doklady Belorusskogo gosudarstvennogo universiteta informatiki i radioèlektroniki
wire antennas
numerical methods
title Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
title_full Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
title_fullStr Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
title_full_unstemmed Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
title_short Method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
title_sort method of the numerical solution of a task of distribution of current for wire antennas by method of the integrated equations
topic wire antennas
numerical methods
url https://doklady.bsuir.by/jour/article/view/891
work_keys_str_mv AT yunegorov methodofthenumericalsolutionofataskofdistributionofcurrentforwireantennasbymethodoftheintegratedequations
AT vvgladeychuk methodofthenumericalsolutionofataskofdistributionofcurrentforwireantennasbymethodoftheintegratedequations