RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS

RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS

The problem of stability of uncertain interval dynamic systems of the third order is considered. Properties and regularities of the system root locus portrait parameter function behavior at the system stability bound have been discovered, the dependency of the portrait configuration from the values...

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Main Author: A. A. Nesenchuk
Format: Article
Language:Russian
Published: The United Institute of Informatics Problems of the National Academy of Sciences of Belarus 2016-10-01
Series:Informatika
Online Access:https://inf.grid.by/jour/article/view/155
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spelling doaj-ee3b5c07f0c54673a2c84865a263ce4d2021-07-28T21:07:22ZrusThe United Institute of Informatics Problems of the National Academy of Sciences of Belarus Informatika1816-03012016-10-010396106154RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITSA. A. Nesenchuk0Объединенный институт проблем информатики НАН БеларусиThe problem of stability of uncertain interval dynamic systems of the third order is considered. Properties and regularities of the system root locus portrait parameter function behavior at the system stability bound have been discovered, the dependency of the portrait configuration from the values of variable parameters has been shown. The root locus and algebraic stability conditions have been for-mulated. On this basis the algorithm for parametric synthesis of interval systems has been worked out, which allows to calculate the system parameters ensuring its robust stability.https://inf.grid.by/jour/article/view/155
collection DOAJ
language Russian
format Article
sources DOAJ
author A. A. Nesenchuk
spellingShingle A. A. Nesenchuk
RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
Informatika
author_facet A. A. Nesenchuk
author_sort A. A. Nesenchuk
title RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
title_short RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
title_full RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
title_fullStr RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
title_full_unstemmed RESEARCH OF UNCERTAIN DYNAMIC SYSTEMS OF THE THIRD ORDER BASED ON THE ROOT LOCUS PORTRAITS
title_sort research of uncertain dynamic systems of the third order based on the root locus portraits
publisher The United Institute of Informatics Problems of the National Academy of Sciences of Belarus
series Informatika
issn 1816-0301
publishDate 2016-10-01
description The problem of stability of uncertain interval dynamic systems of the third order is considered. Properties and regularities of the system root locus portrait parameter function behavior at the system stability bound have been discovered, the dependency of the portrait configuration from the values of variable parameters has been shown. The root locus and algebraic stability conditions have been for-mulated. On this basis the algorithm for parametric synthesis of interval systems has been worked out, which allows to calculate the system parameters ensuring its robust stability.
url https://inf.grid.by/jour/article/view/155
work_keys_str_mv AT aanesenchuk researchofuncertaindynamicsystemsofthethirdorderbasedontherootlocusportraits
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