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      KCI등재 SCIE SCOPUS

      Event-triggered Output-feedback Control for Networked Switched Positive Systems with Asynchronous Switching

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      https://www.riss.kr/link?id=A107830256

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      다국어 초록 (Multilingual Abstract)

      The issue of asynchronously output-feedback control for a class of discrete-time networked switched positive systems in the presence of network-induced time delays is discussed in this paper. Due to the limited communication energy or network bandwidth, an event-triggered control strategy capable of achieving the goal of reducing the resources and the communication load is adopted. Different from the existing results, by taking full advantage of positive property of output, a mode-dependent linear weighting triggering condition is given in the paper, which can deal with the positive stabilization problem efficiently. Furthermore, an asynchronously event-triggered output-feedback controller is designed to ensure the closed loop system remain positive and exponentially stable by virtue of multiple copositive type Lyapunov-Krasovskii functional incorporated with linear programming method. Finally, a numerical example is provided to verify the results obtained.
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      The issue of asynchronously output-feedback control for a class of discrete-time networked switched positive systems in the presence of network-induced time delays is discussed in this paper. Due to the limited communication energy or network bandwidt...

      The issue of asynchronously output-feedback control for a class of discrete-time networked switched positive systems in the presence of network-induced time delays is discussed in this paper. Due to the limited communication energy or network bandwidth, an event-triggered control strategy capable of achieving the goal of reducing the resources and the communication load is adopted. Different from the existing results, by taking full advantage of positive property of output, a mode-dependent linear weighting triggering condition is given in the paper, which can deal with the positive stabilization problem efficiently. Furthermore, an asynchronously event-triggered output-feedback controller is designed to ensure the closed loop system remain positive and exponentially stable by virtue of multiple copositive type Lyapunov-Krasovskii functional incorporated with linear programming method. Finally, a numerical example is provided to verify the results obtained.

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      참고문헌 (Reference)

      1 T. Jiao, "Unified stability criteria of random nonlinear time-varying impulsive switched systems" 67 (67): 3099-3112, 2020

      2 Rui-Hua Wang, "Time-varying H∞ Control for Discrete-time Switched Systems with Admissible Edge-dependent Average Dwell Time" 제어·로봇·시스템학회 17 (17): 1921-1934, 2019

      3 Qingyu Su, "Static Output Feedback Stabilization of a Class of Switched Linear Systems with State Constraints" 제어·로봇·시스템학회 16 (16): 505-511, 2018

      4 T. Li, "Stabilization of switched linear neutral systems : An event-triggered sampling control scheme" 63 (63): 3537-3544, 2018

      5 Mei Xiang, "Stabilization of Positive Switched Systems with Time-varying Delays under Asynchronous Switching" 제어·로봇·시스템학회 12 (12): 939-947, 2014

      6 J. Hespanha, "Stability of switched systems with average dwell-time" 2655-2660, 1999

      7 X. Zhao, "Stability of switched positive linear systems with average dwell time switching" 48 (48): 1132-1137, 2012

      8 X. Zhao, "Stability of a class of switched positive linear time-delay systems" 23 (23): 578-589, 2013

      9 Lijie You, "Stability of Switched Positive Linear Systems with Actuator Saturation under Mode-dependent Average Dwell Time" 제어·로봇·시스템학회 18 (18): 817-823, 2020

      10 X. Zhao, "Stability and stabilization of switched linear systems with mode dependent average dwell time" 57 (57): 1809-1815, 2012

      1 T. Jiao, "Unified stability criteria of random nonlinear time-varying impulsive switched systems" 67 (67): 3099-3112, 2020

      2 Rui-Hua Wang, "Time-varying H∞ Control for Discrete-time Switched Systems with Admissible Edge-dependent Average Dwell Time" 제어·로봇·시스템학회 17 (17): 1921-1934, 2019

      3 Qingyu Su, "Static Output Feedback Stabilization of a Class of Switched Linear Systems with State Constraints" 제어·로봇·시스템학회 16 (16): 505-511, 2018

      4 T. Li, "Stabilization of switched linear neutral systems : An event-triggered sampling control scheme" 63 (63): 3537-3544, 2018

      5 Mei Xiang, "Stabilization of Positive Switched Systems with Time-varying Delays under Asynchronous Switching" 제어·로봇·시스템학회 12 (12): 939-947, 2014

      6 J. Hespanha, "Stability of switched systems with average dwell-time" 2655-2660, 1999

      7 X. Zhao, "Stability of switched positive linear systems with average dwell time switching" 48 (48): 1132-1137, 2012

      8 X. Zhao, "Stability of a class of switched positive linear time-delay systems" 23 (23): 578-589, 2013

      9 Lijie You, "Stability of Switched Positive Linear Systems with Actuator Saturation under Mode-dependent Average Dwell Time" 제어·로봇·시스템학회 18 (18): 817-823, 2020

      10 X. Zhao, "Stability and stabilization of switched linear systems with mode dependent average dwell time" 57 (57): 1809-1815, 2012

      11 J. Liu, "Stabilisation for switched positive systems under extended asynchronous switching" 13 (13): 2702-2709, 2019

      12 Q. Liu, "Separable Lyapunov-like functions for switched positive non-linear systems via a contractive approach" 13 (13): 943-951, 2019

      13 L. Farina, "Positive Linear Systems: Theory and Applications" Wiley 2000

      14 Y. Li, "New alternative convex conditions on exponential stability and stabilisation of switched positive linear systems with dwell time" 13 (13): 620-631, 2019

      15 G. Zong, "L1 control of positive semi-Markov jump systems with state delay" 1-10, 2020

      16 G. Chen, "Improved stability conditions for switched positive linear time-varying systems" 66 (66): 1830-1834, 2019

      17 S. Ding, "Event-triggered synchronization of discrete-time neural networks : A switching approach" 125 (125): 31-40, 2020

      18 S. Ding, "Event-triggered static/dynamic feedback control for discrete-time linear systems" 524 : 33-45, 2020

      19 J. Lian, "Event-triggered sliding mode control of uncertain switched systems via hybrid quantized feedback" 66 (66): 2809-2816, 2021

      20 P. Tabuada, "Event-triggered real-time scheduling of stabilizing control tasks" 52 (52): 1680-1685, 2007

      21 S. Xiao, "Event-triggered networkbased gain L1 filtering for positive linear systems" 48 (48): 1281-1290, 2016

      22 S. Xiao, "Event-triggered networkbased L1 finite-time control for positive systems" 26-28, 2017

      23 S. Xiao, "Event-triggered network-based state observer design of positive systems" 469 : 30-43, 2018

      24 H. Ren, "Event-triggered finite-time control for networked switched linear systems with asynchronous switching" 48 (48): 1874-1884, 2018

      25 Z. Fei, "Event-triggered dynamic output feedback control for switched systems with frequent asynchronism" 65 (65): 3120-3127, 2020

      26 L. Liu, "Event-triggered control of positive switched systems based on linear programming" 14 (14): 145-155, 2019

      27 X. Xiao, "Event-triggered control of discrete-time switched linear systems with network transmission delays" 111 : 108585-, 2020

      28 G. Zong, "Event-triggered communication and annular finite-time H∞ filtering for networked switched systems" 51 (51): 309-317, 2021

      29 Y. Wang, "Dynamic event-triggered and self-triggered output feedback control of networked switched linear systems" 314 (314): 39-47, 2018

      30 D. Liberzon, "Basic problems in stability and design of switched systems" 19 (19): 59-70, 1999

      31 Leipo Liu, "Asynchronously Input-output Finite-time Control of Positive Impulsive Switched Systems" 제어·로봇·시스템학회 18 (18): 1751-1757, 2020

      32 H. Ren, "Asynchronous finitetime filtering of networked switched systems and its application : An event-driven method" 66 (66): 391-402, 2018

      33 P. Seiler, "An H∞ approach to networked control" 50 (50): 356-364, 2005

      34 J. Hespanha, "A survey of recent results in networked control systems" 138-162, 2007

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      영문명 : The Institute Of Control, Automation, And Systems Engineers, Korea -> Institute of Control, Robotics and Systems
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