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A polynomial-fuzzy-model-based synchronization methodology for the multi-scroll Chen chaotic secure communication system

机译:多滚动Chen混沌安全通信系统的基于多项式-模糊模型的同步方法

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摘要

In this paper, a polynomial-fuzzy-model-based design methodology to synchronize multi-scroll Chen chaotic systems is proposed for secure communication. At first, the architecture of secure communication system (SCS) based on the synchronization of multi-scroll Chen chaotic systems is presented. Then, the master and slave multi-scroll Chen chaotic systems are transformed into the equivalent master and slave polynomial fuzzy models respectively. After that, the H-infinity polynomial fuzzy control design is proposed for synchronizing the master and slave multi-scroll Chen chaotic systems as well as restraining external disturbances. Moreover, for practical application, a constraint on the control input is also considered. The H-infinity polynomial fuzzy control design is represented in terms of sum-of-squares (SOS) conditions which can be efficiently solved by the polynomial optimization Matlab toolbox SOSOPT. Furthermore, simulation results show the effectiveness of the proposed polynomial-fuzzy-model-based control design methodology. After the control design, the polynomial-fuzzy-model-based chaotic synchronization methodology is applied to implement the SCS. Finally, three experiments are given to demonstrate the practicality of the implemented SCS.
机译:本文提出了一种基于多项式-模糊模型的设计方法来同步多滚动陈氏混沌系统的安全通信。首先,提出了基于多卷陈混沌系统同步的安全通信系统(SCS)的体系结构。然后,将主和从多滚动陈氏混沌系统分别转换为等效的主从多项式模糊模型。然后,提出了H-无穷多项式模糊控制设计,用于同步主从多卷轴Chen混沌系统并抑制外界干扰。此外,对于实际应用,还考虑了对控制输入的约束。 H无限多项式模糊控制设计以平方和(SOS)条件表示,可以通过多项式优化Matlab工具箱SOSOPT有效解决。此外,仿真结果表明了所提出的基于多项式-模糊模型的控制设计方法的有效性。在控制设计之后,应用基于多项式模糊模型的混沌同步方法来实现SCS。最后,通过三个实验证明了所实现的SCS的实用性。

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