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Stability analysis, chaos control of fractional order Vallis and El-Nino systems and their synchronization

机译:分数阶Vallis和El-Nino系统的稳定性分析,混沌控制及其同步

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In this article the authors have studied the stability analysis and chaos control of the fractional order Vallis and El-Nino systems. The chaos control of these systems is studied using nonlinear control method with the help of a new lemma for Caputo derivative and Lyapunov stability theory. The synchronization between the systems for different fractional order cases and numerical simulation through graphical plots for different particular cases clearly exhibit that the method is easy to implement and reliable for synchronization of fractional order chaotic systems. The comparison of time of synchronization when the systems pair approaches from standard order to fractional order is the key feature of the article.
机译:在本文中,作者研究了分数阶Vallis和El-Nino系统的稳定性分析和混沌控制。利用Caputo导数的新引理和Lyapunov稳定性理论,利用非线性控制方法研究了这些系统的混沌控制。不同分数阶情况的系统之间的同步以及通过针对不同特殊情况的图形化图的数值模拟清楚地表明,该方法易于实现,并且对于分数阶混沌系统的同步是可靠的。当系统对从标准顺序接近小数顺序时,同步时间的比较是本文的重点。

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