Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?

In order to overcome the constraints of Networked Control Systems (NCSs) such as random packet delays or dropouts, it is a natural idea to estimate the system state and compensate for the time delays on the controller side. This paper provides an estimate on the scale of the complete dynamical syste...

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Main Author: Yipeng Yang
Format: Article
Language:English
Published: AIMS Press 2019-01-01
Series:AIMS Electronics and Electrical Engineering
Subjects:
Online Access:https://www.aimspress.com/article/10.3934/ElectrEng.2019.1.16/fulltext.html
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spelling doaj-79f5420bfcaf4709bf16ac2fe8a0d4f62020-11-25T02:03:27ZengAIMS PressAIMS Electronics and Electrical Engineering2578-15882019-01-0131163210.3934/ElectrEng.2019.1.16Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?Yipeng Yang0Department of Mathematics and Statistics, University of Houston - Clear Lake, Houston, TX 77058In order to overcome the constraints of Networked Control Systems (NCSs) such as random packet delays or dropouts, it is a natural idea to estimate the system state and compensate for the time delays on the controller side. This paper provides an estimate on the scale of the complete dynamical system that uses this idea of control. The structure of the complete system is clearly illustrated. Then a concise sufficient and necessary stability condition is provided. In the numerical example, it is shown that this seemingly small system turns out to have a very large scale.https://www.aimspress.com/article/10.3934/ElectrEng.2019.1.16/fulltext.htmlnetworked control systemregime switching systemrandom delaystate compensationstability analysis
collection DOAJ
language English
format Article
sources DOAJ
author Yipeng Yang
spellingShingle Yipeng Yang
Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
AIMS Electronics and Electrical Engineering
networked control system
regime switching system
random delay
state compensation
stability analysis
author_facet Yipeng Yang
author_sort Yipeng Yang
title Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
title_short Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
title_full Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
title_fullStr Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
title_full_unstemmed Stability analysis of networked control systems with bounded random delay and state compensation: How large is the actual system scale?
title_sort stability analysis of networked control systems with bounded random delay and state compensation: how large is the actual system scale?
publisher AIMS Press
series AIMS Electronics and Electrical Engineering
issn 2578-1588
publishDate 2019-01-01
description In order to overcome the constraints of Networked Control Systems (NCSs) such as random packet delays or dropouts, it is a natural idea to estimate the system state and compensate for the time delays on the controller side. This paper provides an estimate on the scale of the complete dynamical system that uses this idea of control. The structure of the complete system is clearly illustrated. Then a concise sufficient and necessary stability condition is provided. In the numerical example, it is shown that this seemingly small system turns out to have a very large scale.
topic networked control system
regime switching system
random delay
state compensation
stability analysis
url https://www.aimspress.com/article/10.3934/ElectrEng.2019.1.16/fulltext.html
work_keys_str_mv AT yipengyang stabilityanalysisofnetworkedcontrolsystemswithboundedrandomdelayandstatecompensationhowlargeistheactualsystemscale
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