Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach

Decentralized output-feedback (DOF) event-triggering control for large-scale nonlinear networked systems is examined in this paper. The Takagi-Sugeno model is applied to describe each nonlinear subsystem, where it shares the communication information through networks. A DOF control scheme with event...

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Main Authors: Zhixiong Zhong, Yanzheng Zhu, Mohammad Karimi
Format: Article
Language:English
Published: IEEE 2017-01-01
Series:IEEE Access
Subjects:
Online Access:https://ieeexplore.ieee.org/document/7938599/
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spelling doaj-9502566255c940078390a72bebbf199f2021-03-29T20:17:11ZengIEEEIEEE Access2169-35362017-01-015124281243810.1109/ACCESS.2017.27114887938599Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering ApproachZhixiong Zhong0Yanzheng Zhu1https://orcid.org/0000-0001-5160-9623Mohammad Karimi2High-voltage Key Laboratory of Fujian Province, Xiamen University of Technology, Xiamen, ChinaCollege of Electrical Engineering and Automation, Shandong University of Science and Technology, Qingdao, ChinaIslamic Azad University South Tehran Branch, Tehran, IranDecentralized output-feedback (DOF) event-triggering control for large-scale nonlinear networked systems is examined in this paper. The Takagi-Sugeno model is applied to describe each nonlinear subsystem, where it shares the communication information through networks. A DOF control scheme with event-triggering is proposed, where two event-triggering mechanisms are placed in the sensor and in the actuator, respectively. Our goal is to design the DOF controller, which not only guarantees the stability of closed-loop control system but also reduces the data communication in the sensor-to-controller channels and controller-to-actuator channels. First, a novel model transformation is presented, where the closed-loop control system is reconstructed as a constant-delay system with extra feedback interconnections. By introducing a relaxing Lyapunov-Krasovskii functional combining with the scaled small gain theorem, the co-design consisting of the controller gains, event-triggered parameter, and sampled period is derived in the form of linear matrix inequality. The effectiveness of the proposed method is validated via a numerical example.https://ieeexplore.ieee.org/document/7938599/Large-scale fuzzy systemstwo-channel triggeringdecentralized output-feedback controlco-design
collection DOAJ
language English
format Article
sources DOAJ
author Zhixiong Zhong
Yanzheng Zhu
Mohammad Karimi
spellingShingle Zhixiong Zhong
Yanzheng Zhu
Mohammad Karimi
Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
IEEE Access
Large-scale fuzzy systems
two-channel triggering
decentralized output-feedback control
co-design
author_facet Zhixiong Zhong
Yanzheng Zhu
Mohammad Karimi
author_sort Zhixiong Zhong
title Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
title_short Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
title_full Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
title_fullStr Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
title_full_unstemmed Dynamic Output Feedback Fuzzy Control of Large-Scale Nonlinear Networked Systems: A Two-Channel Triggering Approach
title_sort dynamic output feedback fuzzy control of large-scale nonlinear networked systems: a two-channel triggering approach
publisher IEEE
series IEEE Access
issn 2169-3536
publishDate 2017-01-01
description Decentralized output-feedback (DOF) event-triggering control for large-scale nonlinear networked systems is examined in this paper. The Takagi-Sugeno model is applied to describe each nonlinear subsystem, where it shares the communication information through networks. A DOF control scheme with event-triggering is proposed, where two event-triggering mechanisms are placed in the sensor and in the actuator, respectively. Our goal is to design the DOF controller, which not only guarantees the stability of closed-loop control system but also reduces the data communication in the sensor-to-controller channels and controller-to-actuator channels. First, a novel model transformation is presented, where the closed-loop control system is reconstructed as a constant-delay system with extra feedback interconnections. By introducing a relaxing Lyapunov-Krasovskii functional combining with the scaled small gain theorem, the co-design consisting of the controller gains, event-triggered parameter, and sampled period is derived in the form of linear matrix inequality. The effectiveness of the proposed method is validated via a numerical example.
topic Large-scale fuzzy systems
two-channel triggering
decentralized output-feedback control
co-design
url https://ieeexplore.ieee.org/document/7938599/
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AT yanzhengzhu dynamicoutputfeedbackfuzzycontroloflargescalenonlinearnetworkedsystemsatwochanneltriggeringapproach
AT mohammadkarimi dynamicoutputfeedbackfuzzycontroloflargescalenonlinearnetworkedsystemsatwochanneltriggeringapproach
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