Communication

Communication and Control for Networked Complex Systems - download pdf or read online

By Chen Peng, Dong Yue, Qing-Long Han

ISBN-10: 3662468123

ISBN-13: 9783662468128

ISBN-10: 3662468131

ISBN-13: 9783662468135

This publication studies at the newest advances within the examine of Networked regulate platforms (NCSs). It highlights novel learn strategies on NCSs; the research and synthesis of NCSs with particular recognition to their networked personality; self- and event-triggered verbal exchange schemes for protecting constrained community assets; and verbal exchange and keep watch over co-design for bettering the potency of NCSs. The ebook could be of curiosity to school researchers, keep an eye on and community engineers, and graduate scholars within the regulate engineering, verbal exchange and community sciences drawn to studying the center ideas, equipment, algorithms and functions of NCSs.

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Extra resources for Communication and Control for Networked Complex Systems

Sample text

Part II consists of Chaps. 3–5, addressing the nonuniform distribution communication character of IP-based communication networks in the analysis and synthesis of linear, nonlinear, and large-scale systems under network environments. Part III includes Chaps. 6–10, devoting to design series of communication schemes to save the limited network resources, while ensuring the desired performance. In Chap. 2, the communication delay distributed-dependent model of NCSs and series of ETC schemes to be used in Parts II and III are introduced.

4), it is clear that E{δ(t)− δ} ¯ ¯ Then, the mathematical expectation of the generator V˙ (xt ) ¯ 2 } = δ(1− δ). 5 in Chap. 13) ⎡ ⎤ ⎤ x(t) x(t) x(t) where ζ1 (t) = , ζ2 (t) = ⎣ x(t − τ1 (t)) ⎦, ζ3 (t) = ⎣ x(t − τ2 (t)) ⎦ . 3 in Chap. 2, we have − − t−τ1 t−τ2 t−τ2 t−τ3 where ζ4 (t) = x(t − τ1 ) − x(t − τ1 (t)) x(t − τ2 ) − x(t − τ2 (t)) , ζ5 (t) = . 1. 19) together, we have E{V˙ (xt )} < 0. 3) is asymptotically stable in the mean square. This completes the proof. 3) is asymptotically stable in the mean square with controller feedback gain K = Y X −1 .

13), where the ETC thresholds σ1 is a preselected constant. 19), which is dependent on the current x(tk+1 h), the latest x(tk h), α, β and σm simultaneously. 19) in [16, 67, 68] while ensuring the desired control performance. 3 Delay Distribution-Dependent Model of NCSs Based on the communication schemes mentioned above, this section introduces a communication-dependent delay model of NCSs, which has the advantage in unifying the ETC scheme with the other part of the system to be controlled. 20) is given by x(t0 ) = x0 .

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Communication and Control for Networked Complex Systems by Chen Peng, Dong Yue, Qing-Long Han


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