Exponential synchronization of dynamical delayed complex networks consisting of Lur'e systems
St. Louis, MO（2009）
摘要
This paper deals with the exponential synchronization problem for a class of dynamical delayed complex networks with each node being a general Lur'e system. The network model considered can represent both the directed and undirected weighted networks. Based on the Lyapunov stability theory and property of the coupling matrix, the delay-dependent linear controllers are designed and the controlled networks are globally exponentially synchronized with a given convergence rate. A dynamical delayed complex network composed of identical Chua's circuits is adopted as a numerical example to demonstrate the effectiveness of the proposed results.
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关键词
general lur,time-varying systems,exponential synchronization,control system synthesis,delay-dependent linear controller,exponential synchronization problem,convergence rate,delays,undirected weighted network,lyapunov stability theory,controlled network,undirected weighted networks,complex network,delay-dependent linear controllers,large-scale systems,linear systems,dynamical delayed complex networks,coupling matrix,network model,lyapunov methods,synchronisation,control systems,couplings,network topology,complex networks,circuits,switches,mathematical model,synchronization,stability analysis,topology
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