A NONLINEAR FEEDBACK APPROACH FOR REALIZING ANY CONTINUOUS TIME SCALAR (HYPER) CHAOTIC SIGNAL SYNCHRONIZATION CONTROL

GAO JIN-FENG; LUO XIAN-JUE; MA XI-KUI

doi:10.7498/aps.49.838

Abstract
Based on the nonlinear control system theory and Lyapunov technique,we have designed a nonlinear feedback controller for controlling the scalar output signal of a smooth (hyper) chaotic system to synchronize with any continuous time scalar (hyper) chaotic signal under some assumptions.The result,which is global,is rigorously proved by means of Lyapunov theroy.An application to the synchronization of two (hyper) chaotic systems is presented.
Authors and contacts
GAO JIN-FENG,

LUO XIAN-JUE,

MA XI-KUI

1.
西安交通大学电气工程学院，西安 710049
References

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Vol. 49, Issue 5 - 2000-03-05

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A NONLINEAR FEEDBACK APPROACH FOR REALIZING ANY CONTINUOUS TIME SCALAR (HYPER) CHAOTIC SIGNAL SYNCHRONIZATION CONTROL

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A NONLINEAR FEEDBACK APPROACH FOR REALIZING ANY CONTINUOUS TIME SCALAR (HYPER) CHAOTIC SIGNAL SYNCHRONIZATION CONTROL

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