Alternate document:   Details   Stability of Time-Delay Systems: Equivalence between Lyapunov and Scaled Small-Gain Conditions (01) Jianrong Zhang, Carl R. Knopse,

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Stability of Networked Control Systems (2001)  (Make Corrections)  (7 citations)
Wei Zhang, Michael S. Branicky, Stephen M. Phillips



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Abstract: This article is organized as follows. First, we review some previous work on NCSs and offer some improvements. Then, we summarize the fundamental issues in NCSs and examine them with different underlying network-scheduling protocols. We present NCS models with network-induced delay and analyze their stability using stability regions and a hybrid systems technique. Following that, we discuss methods to compensate network-induced delay and present experimental results over a physical network.... (Update)

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...of the sub systems but also by the interconnection structure between these components. Recently, networked control systems [Bus01, ZBP01] have gained popularity and is an active area of research. In this framework, the sub components of the control systems communicate via a...

.... communication patterns in which both informational and physical control loops are closed through a real time network (e.g. [4, 15, 13, 18, 20]; see [19] for a thorough review) In NCSs, the performance of the control loops not only depends on the design of the control...

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3:   Stochastic analysis and control of real-time systems with random time delays - Nilsson, Bernhardsson et al.
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BibTeX entry:   (Update)

Z. Wei, M. S. Branicky, and S. M. Phillips. Stability of networked control systems. IEEE Control Systems Magazine, 21(1):84--99, February 2001. http://citeseer.ist.psu.edu/zhang01stability.html   More

@misc{ wei01stability,
  author = "Z. Wei and M. Branicky and S. Phillips",
  title = "Stability of networked control systems",
  text = "Z. Wei, M. S. Branicky, and S. M. Phillips. Stability of networked control
    systems. IEEE Control Systems Magazine, 21(1):84--99, February 2001.",
  year = "2001",
  url = "citeseer.ist.psu.edu/zhang01stability.html" }
Citations (may not include all citations):
529   Linear Matrix Inequalities in System and Control Theory (context) - Boyd, Ghaoui et al. - 1994
207   Internet time synchronization: The network time protocol - Mills - 1991
154   Digital Control of Dynamic Systems (context) - Franklin, Powell et al. - 1997
75   Computer-Controlled Systems: Theory and Design (context) - strm, Wittenmark - 1997
72   MD: Johns Hopkins Univ (context) - Golub, Van Loan et al. - 1996
27   Real-time control systems with delays - Nilsson - 1998
20   Congestion control as a stochastic control problem with acti.. - Altman, Bas et al.
18   Telecommunications: Protocols and Designs (context) - Spragins, Hammond et al. - 1991
15   Integrated communication and control systems: Part I---Analy.. (context) - Halevi, Ray - 1988
12   Stability analysis of networked control systems - Walsh, Ye et al. - 1999
9   Stability and Control of Time-Delay Systems (context) - Dugard, Verriest - 1997
9   Stability of hybrid systems: State of the art (context) - Branicky - 1997
6   Classical control theory for congestion avoidance in high-sp.. (context) - Mascolo - 1999
5   Control of asynchronous dynamical systems with rate constrai.. - Hassibi, Boyd et al. - 1999
5   MATLAB LMI Control Toolbox (context) - Gahinet, Nemirovshi et al. - 1995
5   Performance analysis of the timed token protocol of FDDI and.. (context) - Tangemann, Sauer - 1991
5   FireWire System Architecture (context) - Anderson - 1998
5   Stability of networked control systems: Explicit analysis of.. (context) - Branicky, Phillips et al. - 2000
3   An Internet-based real-time control engi - neering laborator.. (context) - Overstreet, Tzes - 1999
2   CAN System Engineering: From Theory to Practical Application.. (context) - Lawrenz - 1997
1   Upper Englewood Cliffs (context) - Tanenbaum, Networks et al. - 1996
1   Hybrid systems: Modeling, analysis, and control (context) - Branicky - 1995

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Technologies For Robust Agile Manufacturing - Newman, Merat, Branicky.. (1998)   (Correct)
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