典型文献
Combination projection synchronization of fractional-order complex dynamic networks with time-varying delay couplings and disturbances
文献摘要:
In this paper,the problem of combination projection synchronization of fractional-order complex dynamic networks with time-varying delay couplings and external interferences is studied.Firstly,the definition of combination projection synchronization of fractional-order complex dynamic networks is given,and the synchronization problem of the drive-response systems is transformed into the stability problem of the error system.In addition,time-varying delays and disturbances are taken into consideration to make the network synchronization more practical and universal.Then,based on Lyapunov stability theory and fractional inequality theory,the adaptive controller is formulated to make the drive and response systems synchronization by the scaling factors.The controller is easier to realize because there is no time-delay term in the controller.At last,the corresponding simulation examples demonstrate the effectiveness of the proposed scheme.
文献关键词:
中图分类号:
作者姓名:
Jie Fang;Da Wei;NanNan Yin;PeiZhao Yu;Peng Liu
作者机构:
College of Electrical and information Engineering,Zhengzhou University of Light Industry,Zhengzhou,450002,China
文献出处:
引用格式:
[1]Jie Fang;Da Wei;NanNan Yin;PeiZhao Yu;Peng Liu-.Combination projection synchronization of fractional-order complex dynamic networks with time-varying delay couplings and disturbances)[J].理论物理,2022(11):16-26
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B类:
Combination,projection,synchronization,fractional,order,complex,dynamic,networks,varying,couplings,disturbances,In,this,paper,problem,combination,external,interferences,studied,Firstly,definition,given,drive,response,systems,transformed,into,stability,error,addition,delays,are,taken,consideration,make,more,practical,universal,Then,Lyapunov,theory,inequality,adaptive,controller,formulated,by,scaling,factors,easier,realize,because,there,term,At,last,corresponding,simulation,examples,demonstrate,effectiveness,proposed,scheme
AB值:
0.487963
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