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具有时延和丢包的鲁棒网络控制系统研究
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摘要
随着计算机通信网络技术的发展,将通信网络应用到存在大量传感器、控制器和执行器的复杂控制系统中,已经成为控制系统的一个发展趋势。这种通过通信网络形成闭环的反馈控制系统称为网络控制系统。与传统的控制系统相比,网络控制系统具有连线少、占用空间少、实现成本低、安装维护方便、灵活性高、能够实现远程控制等优点,已经被广泛应用于现代制造企业、汽车、航天器以及远程操作等诸多领域。然而,网络控制系统回路中引入的通信网络也产生了网络诱导时延和数据包丢失等问题,同时对于实际的控制系统而言,要建立被控对象精确的数学模型是十分困难的。为了使网络控制系统对被控对象模型不确定性和外界干扰等具有较小的敏感性,许多学者进行了鲁棒网络控制系统的研究,取得了很多成果,但是仍然存在一些问题有待于解决。为此,本文主要进行了如下几方面的研究:
     1.针对具有随机时变网络诱导时延和异步数据包丢失的网络控制系统的镇定问题,将随机网络诱导时延表示成恒定的平均时延与不确定时延之和,网络诱导时延的不确定性可化为系统状态方程系数矩阵的不确定性,用具有两个事件速率约束的异步动态系统来描述具有随机时变网络诱导时延和异步数据包丢失的网络控制系统,根据异步动态系统理论,分别给出了状态反馈网络控制系统和动态输出反馈网络控制系统指数稳定的充分条件,通过给定的充分条件可以求出保证网络控制系统指数稳定的状态反馈控制器和动态输出反馈控制器。
     2.针对具有随机时变网络诱导时延和马尔可夫链丢包网络控制系统容易受到外部干扰的问题,根据马尔可夫跳变系统理论,将网络控制系统建模为一个具有两个模式的马尔可夫跳变线性系统,给出了基于线性矩阵不等式形式的状态反馈网络控制系统鲁棒H_∞控制器存在的充分条件;当网络控制系统中的被控对象的状态很难或不能测量时,以线性矩阵不等式的形式给出了动态输出反馈网络控制系统鲁棒H_∞控制器存在的充分条件,所设计的控制器不仅能使网络控制系统鲁棒随机稳定而且能将外部扰动抑制在给定的水平。
     3.针对网络控制系统中被控对象具有参数不确定性时,系统的线性二次型最优控制很难实现的问题,研究了具有随机时变网络诱导时延和马尔可夫链丢包的网络控制系统的保性能控制,利用马尔可夫跳变系统理论,将网络控制系统建模为具有两个模式的马尔可夫跳变线性系统,以线性矩阵不等式的形式给出了不仅能使网络控制系统随机稳定而且使系统性能指标不超过一个上界的保性能控制器存在的充分条件。
     4.针对网络控制系统中传感数据和控制数据分装在多个数据包进行传输时,各个数据包的网络诱导时延不相同的问题,在分析被控对象与控制器的输入输出关系的基础上,将多包传输的网络控制系统建模为具有多个时延的系统,通过在Lyapunov泛函中考虑网络诱导时延上界之间的关系以及估计Lyapunov泛函导数上界的时候不忽略有用信息的方法,得到了多包传输网络控制系统新的延迟依赖稳定性条件,与已有的结果相比,所提出的稳定性条件具有较小的保守性。
With the development of communication network technology, there is an increasing tendency to apply communication network to control systems where a lot of sensors, controllers and actuators exist. The control systems wherein control loops are closed through communication network are called networked control systems. Compared with the traditional control systems, networked control systems have advantages of less wire and volume, low implementation cost, easy maintenance, high flexibility and easy tele-operation and so on. So networked control systems can be observed in many areas such as modern manufacturing plants, cars, aerial vehicles, tele-operation etc. But, the communication network in the control loop brings about the problems of network-induced delay and packet dropout. It is difficult to model the controlled plant exactly in real systems. Many scholars have researched robust control of networked systems in order to make networked control systems less sensitive to the uncertainty and external disturbance. However, there still exist some problems to be solved. The following problems are studied in this dissertation:
     1. The stabilization of networked control systems with random network-induced delay and asynchronous packet dropout is considered. The network-induced delay is divided into the constant average delay and the uncertain delay and transformed into the coefficients uncertainty of state space equation. Networked control systems are modeled as asynchronous dynamical systems with two events constraints. According to the theory of asynchronous dynamical systems, the stabilization of networked control systems is studied. The sufficient conditions of exponential stability of state feedback and dynamical output feedback networked control systems are given respectively. The controllers can be obtained by the conditions.
     2. The networked controlled plant is often disturbed. The robust H_∞control of networked control systems with random network-induced delay and packet dropout governed by Markov chain is studied. The networked control systems are modeled as markovian jump linear systems with two modes. The sufficient condition of state feedback robust H_∞controller is given in terms of linear matrix inequalities. When the states of the plant are difficult to measure, the sufficient condition of output feedback robust H_∞controller is presented based on linear matrix inequalities. The designed controllers can stabilize the networked control systems and attenuate the disturbance to a prescribed level.
     3. When the controlled plant is a system with parametric uncertainties, the linear quadratic optimal control is difficult to implement. The guaranteed cost control of networked control systems with random network-induced delay and packet dropout governed by Markov chain is addressed. The networked control systems are modeled as markovian jump linear systems with two modes. The sufficient condition of guaranteed cost controller is given in terms of linear matrix inequalities. The guaranteed cost controller makes not only the networked control systems stochastic stability but also the performance index less than an upper bound.
     4. When the sensor data and control data of networked control systems are lumped into multiple packets to transmit, the network-induced delays of the packets are different from each other. Based on the relationship between the outputs and inputs of the plant and the controller, the networked control systems with multiple packets transmission are modeled as system with multiple delays. A new delay dependent stability condition of networked control systems is obtained by taking the relationship between the delay upper bounds into account in Lyapunov functional and estimating the upper bound of the derivative of Lyapunov functional without ignoring the additional useful terms. Compared with the existing results, the proposed condition is less conservative.
引文
[1]Astrom K J,Wittenmark B.Computer-controlled systems:theory and design.Prentice Hall,1997.
    [2]阳宪惠.现场总线技术及其应用.北京:清华大学出版社,1999.
    [3]Rodd M G,Dimyati K,Motus L.The design and analysis of low-cost real-time fieldbus systems.Control Engineering Practice,1998,6(1):83-91.
    [4]Gilbert H.Ethernet networks:design,implementation,operation,management.John Wiley,2003.
    [5]Copinga G J C,Verhaegen M H G,van de Ven M J J M.Toward a web-based study support environment for teaching automatic control,IEEE Control System Magazine.2000,20(4):8-19.
    [6]Yang S H,Chen X,Alty J L.Design issues and implementation of Internet-based process control systems.Control Engineering Practice 2003,11(6):709-720.
    [7]Ye H.Wireless local area networks in the manufacturing industry.Proceedings of the American Control Conference.Chicago,Illinois,2000:2363-2367.
    [8]Bilstrup U,Wiberg P A.Bluetooth in industrial environment.IEEE International Workshop on Factory Communication Systems,Porto,Portugal,2000:239-246.
    [9]Sinopoli B,Sharp C,Schenato L et al.Distributed control applications within sensor networks.Proceedings of the IEEE,2003,91(8):1235 - 1246.
    [10]Ramanathan R,Redi J.A brief overview of ad hoc networks:challenges and directions.IEEE Communications Magazine,2002,40(5):20-22.
    [11]Nicholas J P,Palu A K,Andrew G A.Closed-loop control over wireless networks.IEEE Control Systems Magazine,2004,24(3):58-71.
    [12]Ray A,Halevi Y.Integrated communication and control systems:part Ⅱ-design considerations.ASME Journal of Dynamic Systems,Measurement and Control,1988,110(4):374-381.
    [13]Halevi Y,Ray A.Integrated communication and control systems:part Ⅰ-analysis.ASME Journal of Dynamic Systems,Measurement and Control,1988,110(4):367-373.
    [14]Tipsuwan Y,Chow M Y.Control methodologies in networked control systems.Control Engineering Practice,2003,11(10):1099-1111.
    [15]Murray R M,Astrom K J,Boyd S P et al.Future directions in control in an information-rich world.IEEE Control Systems Magazine,2003,23(2):20-33.
    [16]俞立.鲁棒控制--线性矩阵不等式处理方法.北京:清华大学出版社,2002.
    [17]Hokayem P F,Abdallah C T.Inherent issues in networked control systems:a survey.Proceedings of American Control Conference,Boston,Massachusetts,2004:4897-4902.
    [18]Sparks J A.Low cost technologies for aerospace applications.Microprocessors and Microsystems,1997,20(8):449-454.
    [19]Nilsson J,Bernhardsson B,Wittenmark B.Stochastic analysis and control of real time systems with random time delays.Automatica,1998,34(1):57-64.
    [20]Schedl A V.Design and simulation of clock synchronization in distributed systems:[dissertation].Vienna:Technique University Vienna,1996.
    [21]IEEE 1588.Standard for a Precision Clock Synchronization Protocol for Networked Measurement and Control Systems.IEEE 1588-2002 Standard,2002.
    [22]Park H S,Kim Y H,Kim D S et al.A scheduling method for network-based control systems.IEEE Transactions on Control Systems Technology,2002,10(3):318-330.
    [23]Lian F L,Moyne J,Tilbury D.Network design consideration for distributed control systems,IEEE Transactions on Control Systems Technology,2002,10(2):297-307.
    [24]Spragins J D,Hammond J L,Pawlikowski K.Telecommunications:protocols and designs.Reading,MA:Addison-Wesley,1991.
    [25]Lawrenz W.CAN system engineering:from theory to practical applications.New York:Springer-Verlag,1997.
    [26]Tanenbaum A.S,Computer Networks,3rd ed.Upper Englewood Cliffs,NJ:Prentice-Hall,1996.
    [27]Anderson D,Fire Wire system architecture.Reading,MA:Addison-Wesley,1998.
    [28]Palopoli L,Abeni L,Buttazzo G et al.Real-time control system analysis:an integrated approach.The 21st IEEE Real-Time Systems Symposium,Orlando,Florida,USA,2000:131-140.
    [29]Hespanha J P,Naghshtabrizi P,Xu Y.A survey of recent results in networked control systems,Proceedings of the IEEE,2007,95(1):138-162.
    [30]Zhang W.Stability Analysis of Networked Control Systems:[dissertation],USA:Case Western Reserve University,2001.
    [31]Nilsson J.Real- time control systems with delays:[dissertation].Lund Sweden:Lund Institute of Technology 1998.
    [32]Walsh G C,Ye H.Scheduling of networked control systems.IEEE Control Systems Magazine,2001,21(1):57-65.
    [33]Yepez J,Marti P,Fuertes J M.Control loop scheduling paradigm in distributed control systems.Proceedings of the 29th Annual Conference of the IEEE Industrial Electronics Society.Roanoke,USA,2003:1441-1446.
    [34]Cheng A M K.Real-time systems:scheduling,analysis and verification.John Wiley & Sons,2002.
    [35]Zuberi K M and Shin K G.Design and implementation of efficient message scheduling for controller area network,IEEE Transactions on Computers,2000,49(2):182-188.
    [36]Buttazzo G,Lipari G,Caccamo M et al.Elastic scheduling for flexible workload management.IEEE Transactions on Computers,2002,51(3):289-302.
    [37]Liu J W S,Lin K J,Shih W K et al.Algorithms for scheduling imprecise computations.IEEE Transactions on Computers,1991,24(5):58-68.
    [38]Buttazzo G C.Hard real-time computing systems:predictable scheduling algorithms and applications second edition.Springer,2004.
    [39]Branicky M S,Philips S M,Zhang W.Scheduling and feedback co-design for networked control systems.Proceedings of the 41st IEEE Conference on Decision and Control,Las Vegas,USA,2002:1211-1217.
    [40]孙海燕,侯朝桢.网络控制系统时延单凋速率算法可调度性及多目标优化.弹箭与制导学报,2005,25(3):111-114.
    [41]白涛,吴智铭,杨根科.网络化控制系统中的抖动优化调度算法.控制与决策,2004,19(4):397-401.
    [42]Tipsuwan Y,Chow M Y.Gain scheduler middleware:a methodology to enable existing controllers for networked control and teleoperation part Ⅰ:networked control.IEEE Transactions on Industrial Electronics,2004,51(6):1218-1227.
    [43]Tipsuwan Y,Chow M Y.Gain scheduler middleware:a methodology to enable existing controllers for networked control and teleoperation-part Ⅱ:teleoperation.IEEE Transactions on Industrial Electronics,2004,51(6):1228-1237.
    [44]Bushnell,LG.Networks and control.IEEE Control Systems Magazine,2001,21(1):22-23.
    [45]Antsaklis P,Baillieul J.Guest editorial special issue on networked control systems.IEEE Transactions on Automatic Control,2004,49(9):1421-1423.
    [46]Antsaklis P,Baillieul J.Special issue on technology of networked control systems.Proceedings of the IEEE,2007,95(1):5-8.
    [47]Zhang W,Branicky M S,Phillips S M.Stability of networked control systems.IEEE Control Systems Magazine,2001,21(1):84-99.
    [48]Walsh G C,Beldiman O,Bushnell L G.Asymptotic behavior of nonlinear networked control systems.IEEE Transactions on Automatic Control,2001,46(7):1093-1097.
    [49]Walsh G C,Ye H,Bushnell L G.Stability analysis of networked control systems.IEEE Transanctions on Control Systems Technology,2002:10(3):438-446.
    [50]Nair G N,Evans R J.Exponential stabilisability of finite-dimensional linear systems with limited data rates.Automatica,2003,39(4):585-593.
    [51]Montestruque L A,Antsaklis P J.On the model-based control of networked systems.Automatica,2003,39(10):1837-1843.
    [52]Montestruque L A,Antsaklis P J.Stability of model-based networked control systems with time-varying transmission times.IEEE Transactions on Automatic Control,2004,49(9):1562-1572.
    [53]项林英,郭戈.基于模型的网络化多速率采样控制系统.信息与控制,2005,34(3):373-380.
    [54]Davrazos G N,Koussoulas N T.Stability analysis of networked hybrid systems.Proceedings of the 15th Triennial World Congress,Barcelona,Spain 2002.
    [55]樊卫华,蔡骅,陈庆伟等.时延网络控制系统的稳定性.控制理论与应用,2004,21(6):880-884.
    [56]Liu Y Z,Yu H B.Stability of networked control systems based on switched technique.Proceedings of the 42nd IEEE conference on Decision and Control,Hawaii USA,2003:1110-1113.
    [57]刘玉忠,于海斌.具有大时延的网络控制系统的稳定性分析.控制与决策,2004,19(10):1133-1136.
    [58]Lian F L,Moyne J,Tilbury D.Analysis and modeling of networked control systems:MIMO case with multiple time delays.Proceedings of the American Control Conference,Arlington,VA,2001:4306-4312.
    [59]Hristu-Varsakelis D,Kumar P R.Interrupt-based feedback control over a shared communication medium.Proceedings of the IEEE Conference on Decision and Control,2002,3223-3228.
    [60]Luck R,Ray A.An observer-based compensator for distributed delays.Automatica,1990,26(5):903-908.
    [61]Luck R,Ray A.Experimental verification of a delay compensation algorithm for integrated communication and control systems.International Journal of Control,1994,59(6):1357-1372.
    [62]Chan H,Ozguner U.Closed-loop control of systems over a communications network with queues.International Journal of Control,1995,62(3):493-510.
    [63]Hu S S,Zhu Q X.Stochastic optimal control and analysis of stability of networked control systems with long delay.Automatica,2003,39(11):1877-1884.
    [64]杨业,王永骥,徐建省.输出反馈网络控制系统的随机时滞补偿.华中科技大学学报(自然科学版),2006,34(5):95-98.
    [65]朱其新,胡寿松.网络控制系统的随机输出反馈控制.应用科学学报,2004,22(1):71-75.
    [66]于之训,陈辉堂,王月娟.基于Markov延迟特性的闭环网络控制系统研究.控制理论与应用2002,19(2):263-267.
    [67]Ma C L,Fang H J.Stochastic stabilization analysis of networked control systems.Journal of Systems Engineering and Electronics,2007,18(1):137-141.
    [68]张奇智,张彬,张卫东.随机延迟网络控制系统中的分段时戳动态矩阵控制.控制与决策,2005,20(8):873-877.
    [69]Ling Q,Lemmon M D.Robust perfomance of soft real-time networked control systems with data dropouts.Proceedings of the 41st IEEE Conference on Decision and Control,Las Vegas,USA,2002:1225-1230.
    [70]Ling Q,Lemmon M D.Optimal dropout compensation in networked control systems.Proceedings of the 42nd IEEE Conference on Decision and Control,Hawaii,USA,2003:670-675.
    [71]Mastellone B,Abdallah C T,Dorato P.Model-based networked control for nonlinear systems with stochastic packet dropout.Proceedings of American Control Conference,Portland,USA,2005:2365-2370.
    [72]常铃芳,李惠光.随机最优非线性网络控制系统设计.电机与控制学报,2006,10(4):435-439.
    [73]Zhang X M,Zheng Y F,Lu G P.Stochastic stability of networked control systems with network-induced delay and data dropout.Proceedings of the 45th IEEE Conference on Decision and Control,San Diego,USA,2006:5006-5011.
    [74]张小美,郑毓蕃,许建强等.存在时延和数据丟失的网络控制系统的控制器设计.信息与控制,2006,35(3):339-345.
    [75]Goktas F.Distributed control of systems over communication networks:[dissertaiton].Philadelphia:University of Pennsylvania,2000.
    [76]Lin H,Zhai G S,Antsaklis P J.Robust stability and disturbance attenuation analysis of a class of networked control systems.Proceedings of the 42nd IEEE Conference on Decision and Control,Hawaii USA,2003:1182-1187.
    [77]Lin H,Antsaklis P J.Stability and persistent disturbance attenuation properties for networked control systems:switched system approach.International Journal of Control,2005,78(15):1447-1458.
    [78]于之训,陈辉堂,王月娟.基于H_∞和μ综合的闭环网络控制系统的设计.同济大学学报,2001,29(3):307-311.
    [79]Yue D,Han Q L,Peng C.State feedback controller design of networked control systems.IEEE Transactions on Circuits and Systems-Ⅱ:Express Briefs,2004,51(11):640-644.
    [80]Yue D,Han Q L,Lam J.Network-based robust H_∞ control of systems with uncertainty.Automatica,2005,41(6):999-1107.
    [81]邱占芝,张庆灵.一类不确定时延状态反馈网络化系统鲁棒稳定性.东北大学学报(自然科学版),2006,27(2):131-133.
    [82]邱占芝,张庆灵.一类不确定时延网络控制系统最优H_∞控制.信息与控制,2006,35(1):64-72.
    [83]谢林柏,方华京,纪志成等.时延网络化控制系统的H_2/H_∞混合控制.控制理论与应用,2004,21(6):1020-1024.
    [84]黄剑,关治洪,王仲东.不确定网络控制系统具有H_∞性能界的鲁棒控制.控制与决策,2005,20(9):1002-1005.
    [85]姜培刚,姜偕富,李春文等.基于LMI方法的网络化控制系统的H_∞鲁棒控制.控制与决策,2004,19(1):17-26.
    [86]Fei M R,Yi J,Hu H S.Robust stability analysis of an uncertain nonlinear networked control system category.International Journal of Control,Automation,and Systems,2006,4(2):172-177.
    [87]Mu J X,Liu G P,Rees D.Design of robust networked predictive control systems.Proceedings of the American Control Conference,Portland,OR,2005:638-645.
    [88]Tavassoli B,Maralani P J.Robust design of networked control systems with randomly varying delays and packet losses.Proceedings of the 44th IEEE Conference on Decision and Control,and the European Control Conference,Seville,Spain,2005:1601-1606.
    [89]Cloosterman M,Wouw N V D E,Heemels M et al.Robust stability of networked control systems with time-varying network-induced delays.Proceedings of the 45th IEEE Conference on Decision and Control,San Diego,USA,2006:4980-4985.
    [90]Yu M,Wang L,Xie G M.An LMI approach to robust stabilization of networked control systems.Proceedings of the 16th IFAC World Congress,Prague,Czech,2005.
    [91]Huang D,Nguang S K.State feedback guaranteed cost control of uncertain networked control systems.the 1st International Symposium on Systems and Control in Aerospace and Astronautics,Harbin China,2006:858-863.
    [92]Li S B,Wang Z,Sun Y X.Guaranteed cost control of networked control systems:an LMI approach.Proceedings of the First International Conference on Embedded Software and Systems.Heidelberg,Germany:Springer-Verlag,2005:130-136.
    [93]Yue D,Peng C,Yang G Y.Guaranteed cost control of linear systems over networks with state and input quantisations.IEE Proceedings Control Theory Applications 2006,153(6):658-664.
    [94]朱张青,周川,胡维礼.短时延网络控制系统的鲁棒H_2/H_∞状态观测器设计.控制与决策,2005,20(3):280-284.
    [95]王艳,樊卫华,胡维礼.时延网络控制系统的区域极点配置设计.系统工程与电子技术,2006,28(1):95-98.
    [96]Ouyang H,Liu G P,Rees D.Robust networked predictive control for systems with random network delay.Proceedings of the 16th IFAC World Congress,Prague,Czech,2005.
    [97]Liu G P,Mu J X,Rees D.Networked predictive control of systems with random network transmission delay- a polynomial approach.Proceedings of the 16th IFAC World Congress,Prague,Czech,2005.
    [98]Liu G P,Xia Y Q,Rees D.Predictive control of networked systems with random delays.Proceedings of the 16th IFAC World Congress,Prague,Czech,2005.
    [99]Kim W J,Ji K,Ambike A.Networked real-time control strategies dealing with stochastic time delays and packet losses.Proceedings of the American Control Conference.Portland,USA,2005:621-626.
    [100]Almutairi N B Chow M Y.PI parameterization using adaptive fuzzy modulation(AFM) for networked control systems- part Ⅰ:partial adaptation.Proceedings of the 28th annual conference of the IEEE industrial electronics societ,Sevilla,Spain,2002:3152-3157.
    [101]Almutairi N B Chow M Y.PI parameterization using adaptive fuzzy modulation(AFM) for networked control systems- part Ⅱ:full adaptation.Proceedings of the 28th annual conference of the IEEE industrial electronics society,Sevilla,Spain,2002:3158-3163.
    [102]Li S B,Wang Z,Sun Y X.Delay-dependent controller design for networked control systems with long time delays:an iterative LMI method.Proceedings of the 5th World Congress on Intelligent Control and Automation,Hangzhou,P.R.China,2004:1338-1342.
    [103]樊卫华,蔡骅,吴晓蓓等.具有延时和数据包丢失的网络控制系统的稳定性.南京理工大学学报,2004,28(5):465-468.
    [104]邱占芝,张庆灵.有时延和数据包丢失的网络控制系统控制器设计.控制与决策,2006,21(6):625-630.
    [105]Wang Y,Xie L,De Souza C E.Robust control of a class of uncertain nonlinear systems.Systems and Control Letters,1992,19(3):139-149.
    [106]Boyd S,Ghaoui L E,Feron E et al.Linear matrix inequalities in system and control theory.Philadelphia:SIAM,1994.
    [107]Hassibi A,Boyd S P,How J P.Control of asynchronous dynamical systems with rate constraints on events.Proceedings of IEEE conference Decision and Control,Phoenix,AZ,1999:1345-1351.
    [108]Seiler P,Sengupta R.Analysis of communication losses in vehicle control problems.Proceedings of American Control Conference,Arlington,VA,2001:1491-1496.
    [109]Seiler P,Sengupta R.An H_∞ approach to networked control.IEEE Transactions on Automatic Control,2005,50(3):356-364.
    [110]Azimi-Sadjadi B.Stability of networked control systems in the presence of packet losses.Proceedings of the 42nd IEEE conference on Decision and Control,Maui,Hawaii,2003:676-681.
    [111]Paul A K,Andrew G A.Stability and feedback control of wireless networked systems.Proceedings of the American Control Conference,Portland,OR,2005:2953-2959.
    [112]Shi P,Boukas E K,Agarwal R K.Robust control for Markovian jumping disctete-time systems.Internatinal Journal of Systems Science,1999,30(8):787-797.
    [113]Chang S S,Peng T K C.Adaptive guaranteed cost control of systems with uncertain parameters.IEEE Transactions on Automatic Control,1972,17(4):474-483.
    [114]Wang Y F,Wang C H,Xu H.Guaranteed cost control with random communication delays via jump linear system approach.Proceedings of the 8th International Conference on Control,Automation,Robotics and Vision.Kunming,China,2004:298-303.
    [115]李璋,方华京,潘永才等.多时延网络化系统中保性能控制器设计.华中科技大学学报,2006,34(3):29-31.
    [116]崔桂梅,穆志纯,李晓理等.网络控制系统保性能控制.北京科技大学学报,2006,28(6):595-599.
    [117] Xie L B, Fang H J, Zheng Y. Guaranteed cost control for networked control systems. Journal of Control Theory and Applications, 2004,2(2): 143-148.
    [118] Boukas E K, Shi P. Stochastic stability and guaranteed cost control of discrete-time uncertain systems with markovian jumping parameters. International Journal of Robust and Nonlinear Control, 1998, 8:1155-1167.
    [119] Kim D S, Lee Y S, Kwon W H et al. Maximum allowable delay bounds of networked control systems. Control Engineering Practice, 2003,11(2):1301-1313.
    [120] Yan H C, Huang X H, Wang M et al. Delay-independent criteria for robust stability of uncertain networked control systems with multiple state time-delays. Proceedings of the IEEE International Conference on Mechatronics and Automation, Luoyang, China, 2006:707-712.
    [121] Yan H C, Huang X H, Wang M et al. Delay-dependent stability criteria for a class of networked control systems with multi-input and multi-output. Chaos, Solitons & Fractals, 2007, 34(3): 997-1005.
    [122] He Y, Wu M, She J H. Delay-dependent stability criteria for linear systems with multiple time delays. IEE Proc. Control Theroy Appl, 2006,153(4): 447452.
    [123] He Y, Wang Q G, Xie L H et al. Further improvement of free-weighting matrices technique for systems with time-varying delay. IEEE Transactions on Automatic Control, 2007,52(2):293-299.
    [124] Yan H C, Huang X H, Wang M et al. Delay-dependent robust stability of networked control systems with uncertainties and multiple time-varying delays. Proceedings of the IEEE International Conference on Mechatronics and Automation, Luoyang, China, 2006:373-378.

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