一类广义非线性延迟网络的外同步

Xinli Fang, Qiang Yang, W. Yan, X. Zhan, Jinlong Sun, D. Liu
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引用次数: 0

摘要

研究了两个具有非线性、时延和不同拓扑特征的网络的外部同步问题。针对两种通用的动态网络模型,提出了一套基于李雅普诺夫稳定性分析的同步准则,并进行了理论分析。此外,为了扩展所提出的控制准则的通用性,分别推导了两个线性耦合网络和相似拓扑的同步方案。与已有的具体研究结果不同,本文提出的外同步方案适用于一类具有非线性和时滞特征的复杂网络,且同步准则不受网络拓扑结构对称性的限制。这大大提高了控制器在实际部署中的适用性和通用性。对具有动态混沌特性的网络进行了数值仿真研究,结果验证了所提控制机制的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Outer synchronization for a class of generalized nonlinear delay networks
This paper looks into the outer synchronization issue of two networks with nonlinear, time-delay and different topological characteristics. Given two general dynamic network models, a set of synchronization criteria based on the Lyapunov stability analysis are proposed and the theoretical analysis is presented. In addition, to expand the generality of the proposed control criteria, two synchronization schemes for two linear coupling networks and similar topologies are derived respectively. Unlike the existing solutions obtained from specific studies, the proposed outer synchronization scheme can be applicable for a class of complex networks with nonlinear and time-delay characteristics and the synchronization criteria are not restricted by the symmetry of the network topological structures. This greatly improves the applicability and generality of the controller in practical deployment. The numerical simulation study on the network with dynamic chaotic characteristic are carried out and the result validates and demonstrates the effectiveness of the suggested control mechanism.
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