Author： Tchitnga Robert Louodop Patrick Fotsin Hilaire Woafo Paul Fomethe Anaclet
Publisher： Springer Publishing Company
ISSN： 0924-090X
Source： Nonlinear Dynamics, Vol.74, Iss.4, 2013-12, pp. : 1065-1075
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Abstract
Firstly, the synchronization problem of the simplest two-component Hartley chaotic systems is considered. A simple and effective controller is used to achieve synchronization between the drive and response systems. The proposed controller is built around a linear and a nonlinear parts with each contributing to the achievement of the synchronization process. The stability of the drive–response systems framework is proved through the Lyapunov stability theory. Secondly, the impact of channel on the signal coming from the drive system to synchronize the response system is taken into consideration. In this second part, the conditions to obtain synchronization between both master and slave systems are investigated. For the purpose of illustration, PSpice simulations are given as complement of the numerical analysis.
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