ROBUST SYNCHRONIZATION OF CHAOTIC SYSTEMS BASED ON TIME-DELAYED FEEDBACK CONTROL

The master-slave synchronization problem for chaotic Lur'e systems is studied in this chapter based on time-delayed feedback control. It is assumed that the master system of the synchronization scheme is subject to noise disturbances. Delay-independent and delay-dependent synchronization criter...

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Bibliographic Details
Published inControl Of Chaos In Nonlinear Circuits And Systems pp. 3 - 34
Main Authors Huang, H., Feng, G.
Format Book Chapter
LanguageEnglish
Published WORLD SCIENTIFIC 01.12.2008
Subjects
Section A: General Chaos Control Methods
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Summary:The master-slave synchronization problem for chaotic Lur'e systems is studied in this chapter based on time-delayed feedback control. It is assumed that the master system of the synchronization scheme is subject to noise disturbances. Delay-independent and delay-dependent synchronization criteria are presented such that the controlled slave system can robustly track the noise-disturbed master system with guaranteed H∞ performance. It is shown that the design of the time-delayed feedback controller can be accomplished by means of the feasibility of linear matrix inequalities. A simulation example is finally given to demonstrate the effectiveness and performance of the developed approaches.
ISBN:9812790578
981279056X
9789812790569
9789814471961
9814471968
9789812790576
DOI:10.1142/9789812790576_0001