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The impulsive control of chaotic systems, which are subjected to
unbounded exogenous perturbations, is considered. By using the
theory of impulsive differential equation together with the fuzzy
control technique, the authors propose an impulsive robust chaos
controlling criterion expressed as linear matrix inequalities
(LMIs). Based on the proposed control criterion, the procedure for
designing impulsive controllers of common (perturbed) chaotic
systems is provided. Finally, a numerical example is given to
demonstrate the obtained theoretical result. 相似文献
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Projective synchronization in coupled fractional order chaotic Rossler system and its control
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This paper proposes a method to achieve projective synchronization of
the fractional order chaotic Rossler system. First, construct the
fractional order Rossler system's corresponding approximate integer
order system, then a control method based on a partially linear
decomposition and negative feedback of state errors is utilized on
the new integer order system. Mathematic analyses prove the
feasibility and the numerical simulations show the effectiveness of
the proposed method. 相似文献
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