Globally exponentially mean‐square stabilization on disturbed networked switched systems using optimized event‐triggered scheme
This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject to mixed network attacks and multiple asynchronous switching by exploring an optimized event‐triggered scheme. First, we consider a new challe...
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Published in | Optimal control applications & methods Vol. 46; no. 1; pp. 231 - 258 |
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Main Authors | , , , , , |
Format | Journal Article |
Language | English |
Published |
Hoboken, USA
John Wiley & Sons, Inc
01.01.2025
Wiley Subscription Services, Inc |
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Online Access | Get full text |
ISSN | 0143-2087 1099-1514 |
DOI | 10.1002/oca.3209 |
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Abstract | This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject to mixed network attacks and multiple asynchronous switching by exploring an optimized event‐triggered scheme. First, we consider a new challenge of multiple asynchronous switching stemmed from the varying switching delays within the event‐triggered scheme and controller. Second, assume that the data transmission network is subject to attacks consisting of deception attacks and aperiodic DoS attacks. Third, an optimized resilient dynamic event‐triggered scheme (ORD‐ETS) with switching behavior and external noises is proposed to intelligently reduce the inessential released data. For further improving the system performance, the updated ORD‐ETS (UORD‐ETS) is designed by introducing some fixed signals‐released points. Then, based on the mode‐dependent multiple Lyapunov functionals, integral inequality, incorporated switching signal technique and proposed asynchronous analysis method, some criteria are attained to ensure the globally exponentially mean‐square stable of the uncertain disturbed NSSs with a weighted H∞$$ {H}_{\infty } $$ performance. Further, the co‐design of the desired controller and the event‐triggered scheme is achieved. Ultimately, a numerical simulation with comparative analysis and a practical simulation are conducted to substantiate the validity of the obtained results.
This article investigates the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems, which are affected by mixed network attacks and multiple asynchronous switching. The research explores an optimized event‐triggered scheme and successfully co‐designs the desired controller alongside this scheme. Furthermore, two simulations, along with comparative analyses and a practical application, are conducted to validate the derived results. |
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AbstractList | This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject to mixed network attacks and multiple asynchronous switching by exploring an optimized event‐triggered scheme. First, we consider a new challenge of multiple asynchronous switching stemmed from the varying switching delays within the event‐triggered scheme and controller. Second, assume that the data transmission network is subject to attacks consisting of deception attacks and aperiodic DoS attacks. Third, an optimized resilient dynamic event‐triggered scheme (ORD‐ETS) with switching behavior and external noises is proposed to intelligently reduce the inessential released data. For further improving the system performance, the updated ORD‐ETS (UORD‐ETS) is designed by introducing some fixed signals‐released points. Then, based on the mode‐dependent multiple Lyapunov functionals, integral inequality, incorporated switching signal technique and proposed asynchronous analysis method, some criteria are attained to ensure the globally exponentially mean‐square stable of the uncertain disturbed NSSs with a weighted H∞$$ {H}_{\infty } $$ performance. Further, the co‐design of the desired controller and the event‐triggered scheme is achieved. Ultimately, a numerical simulation with comparative analysis and a practical simulation are conducted to substantiate the validity of the obtained results.
This article investigates the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems, which are affected by mixed network attacks and multiple asynchronous switching. The research explores an optimized event‐triggered scheme and successfully co‐designs the desired controller alongside this scheme. Furthermore, two simulations, along with comparative analyses and a practical application, are conducted to validate the derived results. This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject to mixed network attacks and multiple asynchronous switching by exploring an optimized event‐triggered scheme. First, we consider a new challenge of multiple asynchronous switching stemmed from the varying switching delays within the event‐triggered scheme and controller. Second, assume that the data transmission network is subject to attacks consisting of deception attacks and aperiodic DoS attacks. Third, an optimized resilient dynamic event‐triggered scheme (ORD‐ETS) with switching behavior and external noises is proposed to intelligently reduce the inessential released data. For further improving the system performance, the updated ORD‐ETS (UORD‐ETS) is designed by introducing some fixed signals‐released points. Then, based on the mode‐dependent multiple Lyapunov functionals, integral inequality, incorporated switching signal technique and proposed asynchronous analysis method, some criteria are attained to ensure the globally exponentially mean‐square stable of the uncertain disturbed NSSs with a weighted H∞$$ {H}_{\infty } $$ performance. Further, the co‐design of the desired controller and the event‐triggered scheme is achieved. Ultimately, a numerical simulation with comparative analysis and a practical simulation are conducted to substantiate the validity of the obtained results. This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject to mixed network attacks and multiple asynchronous switching by exploring an optimized event‐triggered scheme. First, we consider a new challenge of multiple asynchronous switching stemmed from the varying switching delays within the event‐triggered scheme and controller. Second, assume that the data transmission network is subject to attacks consisting of deception attacks and aperiodic DoS attacks. Third, an optimized resilient dynamic event‐triggered scheme (ORD‐ETS) with switching behavior and external noises is proposed to intelligently reduce the inessential released data. For further improving the system performance, the updated ORD‐ETS (UORD‐ETS) is designed by introducing some fixed signals‐released points. Then, based on the mode‐dependent multiple Lyapunov functionals, integral inequality, incorporated switching signal technique and proposed asynchronous analysis method, some criteria are attained to ensure the globally exponentially mean‐square stable of the uncertain disturbed NSSs with a weighted performance. Further, the co‐design of the desired controller and the event‐triggered scheme is achieved. Ultimately, a numerical simulation with comparative analysis and a practical simulation are conducted to substantiate the validity of the obtained results. |
Author | Shen, Lili Zhong, Shouming Zhang, Zhenzhen Zhao, Xinyu Chen, Hao Gao, XianQiang |
Author_xml | – sequence: 1 givenname: Xinyu orcidid: 0000-0002-6606-6059 surname: Zhao fullname: Zhao, Xinyu email: xinyuzhaotruth@outlook.com organization: Tarim University – sequence: 2 givenname: XianQiang surname: Gao fullname: Gao, XianQiang organization: Tarim University – sequence: 3 givenname: Hao surname: Chen fullname: Chen, Hao organization: Southwest Minzu University – sequence: 4 givenname: Zhenzhen surname: Zhang fullname: Zhang, Zhenzhen organization: Southwest Minzu University – sequence: 5 givenname: Shouming surname: Zhong fullname: Zhong, Shouming organization: University of Electronic Science and Technology of China – sequence: 6 givenname: Lili surname: Shen fullname: Shen, Lili organization: Tarim University |
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Snippet | This article is concerned with the globally exponentially mean‐square stabilization problem for uncertain disturbed networked switched systems (NSSs) subject... |
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SubjectTerms | Co-design Control systems design Controllers Data transmission H-infinity control H∞$$ {H}_{\infty } $$ control Liapunov functions mixed network attacks multiple asynchronous switching Simulation Stabilization uncertain disturbed networked switched systems updated optimized resilient dynamic event‐triggered scheme |
Title | Globally exponentially mean‐square stabilization on disturbed networked switched systems using optimized event‐triggered scheme |
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