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Nonlinear Control Technique for Dual Combination Synchronization of Complex Chaotic Systems

机译:复杂混沌系统双组合同步的非线性控制技术

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摘要

In this article, the authors have investigated a novel scheme of dual combination synchronization among six different complex chaotic systems using nonlinear control technique. The important feature of the considered dual combination synchronization is various synchronization processes viz., complete synchronization, combination synchronization, projective synchronization, dual synchronization, chaos control problem become particular cases of the said scheme. Since complex chaotic systems have additional variables and complexity in behaviours, the scheme is expected to be more secure for transmitting and receiving signals in communication theory. The stability analysis of the scheme is achieved by using nonlinear control method based on Lyapunov stability theory. The corresponding theoretical results are being simulated using fourth order Runge-Kutta algorithm taking complex Lorenz system, complex Lu system, complex T system, complex Chen system as drive systems and complex two coupled dynamos system and a new nonlinear complex chaotic system as response systems. The results are depicted through graphical presentations for different particular cases.
机译:在本文中,作者研究了使用非线性控制技术的六种不同复杂混沌系统中的双组合同步的新颖方案。所考虑的双组合同步的重要特点是各种同步过程viz。,完全同步,组合同步,投影同步,双同步,混沌控制问题成为所述方案的特定情况。由于复杂的混沌系统在行为中具有额外的变量和复杂性,因此该方案预计将更加安全,用于在通信理论中发送和接收信号。通过使用基于Lyapunov稳定性理论的非线性控制方法实现了该方案的稳定性分析。使用复杂的Lorenz系统,复杂的LU系统,复杂T系统,复合系统作为驱动系统和复杂的两个耦合发电机系统以及作为响应系统的新的非线性复杂混沌系统以及作为响应系统的新的非线性复杂混沌系统的模拟了相应的理论结果。结果通过针对不同特定情况的图形演示描绘。

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