Co-design of Event-triggered and Passive-based Filter for Networked Markov Jump Systems
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- 英文论文题名：Co-design of Event-triggered and Passive-based Filter for Networked Markov Jump Systems
- 论文作者：Peng Guo ; Dongliang Wu ; Wanqing An ; Bin Shen
- 英文论文作者：Peng Guo ; Dongliang Wu ; Wanqing An ; Bin Shen ; Beijing Institute of Spacecraft Environment Engineering
- 年：2017
- 作者机构：Beijing Institute of Spacecraft Environment Engineering;
- 英文论文关键词：Event-triggered filter ; Passive-based filter ; Markov jump systems
- 会议召开时间：2017-07-26
- 会议录名称：第36届中国控制会议论文集（B）
- 英文会议录名称：Proceedings of the 36th Chinese Control Conference（B）
- 语种：英文
- 分类号：TN713
- 学会代码：KZLL
- 会议名称：第36届中国控制会议
- 会议地点：中国辽宁大连
- 主办单位：中国自动化学会控制理论专业委员会
- 学会名称：中国自动化学会控制理论专业委员会
- 页数：5
- 文件大小：300k
- 原文格式：D
- 会议级别：全国
摘要
This paper deals with the filter design problem for the networked Markov jump systems. In particular, a co-design of event-triggered and passive-based filtering scheme is developed. Based on the designed event-triggering mechanism, passivity performance is investigated for the derived filtering error system. By using the Lyapunov-Krasovskii functional, sufficient conditions are established to ensure that the filtering error system can achieve the prescribed passivity index. Then, the modedependent filter gains and the event-triggered parameters can be co-designed in terms of linear matrix inequalities(LMIs).Finally, simulation results are presented to validate our theoretical results.
This paper deals with the filter design problem for the networked Markov jump systems. In particular, a co-design of event-triggered and passive-based filtering scheme is developed. Based on the designed event-triggering mechanism, passivity performance is investigated for the derived filtering error system. By using the Lyapunov-Krasovskii functional, sufficient conditions are established to ensure that the filtering error system can achieve the prescribed passivity index. Then, the modedependent filter gains and the event-triggered parameters can be co-designed in terms of linear matrix inequalities(LMIs).Finally, simulation results are presented to validate our theoretical results.
This paper deals with the filter design problem for the networked Markov jump systems. In particular, a co-design of event-triggered and passive-based filtering scheme is developed. Based on the designed event-triggering mechanism, passivity performance is investigated for the derived filtering error system. By using the Lyapunov-Krasovskii functional, sufficient conditions are established to ensure that the filtering error system can achieve the prescribed passivity index. Then, the modedependent filter gains and the event-triggered parameters can be co-designed in terms of linear matrix inequalities(LMIs).Finally, simulation results are presented to validate our theoretical results.
引文
[1]L.Zhang,E.K.Boukas,J.Lam,Analysis and synthesis of markov jump linear systems with time-varying delays and partially known transition probabilities,IEEE Transactions on Automatic Control,Vol.53,No.10,2458-2464,2008.
[2]Y.Shi,B.Yu,Output feedback stabilization of networked control systems with random delays modeled by markov chains,IEEE Transactions on Automatic Control,Vol.54,No.7,1668-1674,2009.
[3]Z.Wang,H.Qiao,K.J.Burnham,On stabilization of bilinear uncertain time-delay stochastic systems with markovian jumping parameters,IEEE Transactions on Automatic Control,Vol.47,No.4,640-646,2002.
[4]C.Ma,Q.Zeng,L.Zhang,Y.Zhu,Passivity and passification for Markov jump genetic regulatory networks with timevarying delays,Neurocomputing,Vol.136,321-326,2014.
[5]R.A.Gupta,M.Y.Chow,Networked control system:Overview and research trends,IEEE Transactions on Industrial Electronics,Vol.57,No.7,2527-2535,2010.
[6]L.Zhang,H.Gao,O.Kaynak,Network-induced constraints in networked control systems?a survey,IEEE Transactions on Industrial Informatics,Vol.9,No.1,403-416,2013.
[7]W.Zhang,M.S.Branicky,S.M.Phillips,Stability of networked control systems,IEEE Control Systems,Vol.21,No.1,84-99,2001.
[8]K.Mathiyalagan,J.H.Park,R.Sakthivel,S.M.Anthoni,Robust mixed H∞and passive filtering for networked Markov jump systems with impulses,Signal Processing,Vol.101,162-173,2014.
[9]N.Xiao,L.Xie,M.Fu,Stabilization of Markov jump linear systems using quantized state feedback,Automatica,Vol.46,No.10,1696-1702,2010.
[10]L.Qiu,S.Li,B.Xu,G.Xu,H∞control of networked control systems based on Markov jump unified model,International Journal of Robust and Nonlinear Control,Vol.25,No.15,2770-2786,2015.
[11]D.Yue,E.Tian,Q.L.Han,A delay system method for designing event-triggered controllers of networked control systems,IEEE Transactions on Automatic Control,Vol.58,No.2,475-481,2013.
[12]X.Wang,M.D.Lemmon,Event-triggering in distributed networked control systems.IEEE Transactions on Automatic Control,Vol.56,No.3,586-601,2011.
[13]X.M.Zhang,Q.L.Han,Event-triggered dynamic output feedback control for networked control systems.IET Control Theory&Applications,Vol.8,No.4,226-234 2014.
[14]Y.Huang,D.Xu,Z.Yang,Dissipativity and periodic attractor for non-autonomous neural networks with time-varying delays,Neurocomputing,Vol.70,No.16,2953-2958,2007.
[15]H.Gao,T.Chen,T.Chai,Passivity and passification for networked control systems,SIAM Journal on Control and Optimization,Vol.46,No.4,1299-1322,2007.
[16]C.Li,H.Zhang,X.Liao.Passivity and passification of fuzzy systems with time delays.Computers&Mathematics with Applications,Vol.52,No.6,1067-1078,2006.
[17]P.Park,J.W.Ko,C.Jeong,Reciprocally convex approach to stability of systems with time-varying delays,Automatica,Vol.47,No.1,235-238,2011.
[18]H.Gao,T.Chen,H∞Estimation for Uncertain Systems With Limited Communication Capacity,IEEE Transactions on Automatic Control,Vol.52,No.11,2070-2084,2007.
[2]Y.Shi,B.Yu,Output feedback stabilization of networked control systems with random delays modeled by markov chains,IEEE Transactions on Automatic Control,Vol.54,No.7,1668-1674,2009.
[3]Z.Wang,H.Qiao,K.J.Burnham,On stabilization of bilinear uncertain time-delay stochastic systems with markovian jumping parameters,IEEE Transactions on Automatic Control,Vol.47,No.4,640-646,2002.
[4]C.Ma,Q.Zeng,L.Zhang,Y.Zhu,Passivity and passification for Markov jump genetic regulatory networks with timevarying delays,Neurocomputing,Vol.136,321-326,2014.
[5]R.A.Gupta,M.Y.Chow,Networked control system:Overview and research trends,IEEE Transactions on Industrial Electronics,Vol.57,No.7,2527-2535,2010.
[6]L.Zhang,H.Gao,O.Kaynak,Network-induced constraints in networked control systems?a survey,IEEE Transactions on Industrial Informatics,Vol.9,No.1,403-416,2013.
[7]W.Zhang,M.S.Branicky,S.M.Phillips,Stability of networked control systems,IEEE Control Systems,Vol.21,No.1,84-99,2001.
[8]K.Mathiyalagan,J.H.Park,R.Sakthivel,S.M.Anthoni,Robust mixed H∞and passive filtering for networked Markov jump systems with impulses,Signal Processing,Vol.101,162-173,2014.
[9]N.Xiao,L.Xie,M.Fu,Stabilization of Markov jump linear systems using quantized state feedback,Automatica,Vol.46,No.10,1696-1702,2010.
[10]L.Qiu,S.Li,B.Xu,G.Xu,H∞control of networked control systems based on Markov jump unified model,International Journal of Robust and Nonlinear Control,Vol.25,No.15,2770-2786,2015.
[11]D.Yue,E.Tian,Q.L.Han,A delay system method for designing event-triggered controllers of networked control systems,IEEE Transactions on Automatic Control,Vol.58,No.2,475-481,2013.
[12]X.Wang,M.D.Lemmon,Event-triggering in distributed networked control systems.IEEE Transactions on Automatic Control,Vol.56,No.3,586-601,2011.
[13]X.M.Zhang,Q.L.Han,Event-triggered dynamic output feedback control for networked control systems.IET Control Theory&Applications,Vol.8,No.4,226-234 2014.
[14]Y.Huang,D.Xu,Z.Yang,Dissipativity and periodic attractor for non-autonomous neural networks with time-varying delays,Neurocomputing,Vol.70,No.16,2953-2958,2007.
[15]H.Gao,T.Chen,T.Chai,Passivity and passification for networked control systems,SIAM Journal on Control and Optimization,Vol.46,No.4,1299-1322,2007.
[16]C.Li,H.Zhang,X.Liao.Passivity and passification of fuzzy systems with time delays.Computers&Mathematics with Applications,Vol.52,No.6,1067-1078,2006.
[17]P.Park,J.W.Ko,C.Jeong,Reciprocally convex approach to stability of systems with time-varying delays,Automatica,Vol.47,No.1,235-238,2011.
[18]H.Gao,T.Chen,H∞Estimation for Uncertain Systems With Limited Communication Capacity,IEEE Transactions on Automatic Control,Vol.52,No.11,2070-2084,2007.