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In this paper, a general robust synchronization method for fractional-order and integer-order 3-D continuous-time quadratic systems is introduced. Based on the idea of the decomposition of the controller in the… Click to show full abstract
In this paper, a general robust synchronization method for fractional-order and integer-order 3-D continuous-time quadratic systems is introduced. Based on the idea of the decomposition of the controller in the response system in two sub-controllers and the stability theory of the linear integer-order system, we design the effective controller to achieve synchronization between fractional-order and integer-order 3-D quadratic continuous-time systems. Finally, the fractional-order Lü system and the Rössler system of integer order are used to demonstrate the effectiveness of the presented method with numerical simulation.
Journal Title: International Journal of Dynamics and Control
Year Published: 2019
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