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Pinning impulsive synchronization of complex-variable dynamical network

机译:复变量动态网络的固定脉冲同步

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摘要

In this paper, pinning combining with impulsive control scheme is adopted to investigate the synchronization of complex-variable dynamical network. Based on the Lyapunov function method and mathematical analysis technique, sufficient conditions for achieving synchronization is first analytically derived. This result extends the condition derived for real-variable dynamical network to complex-variable network. Further, adaptive strategy is adopted to relax the restrictions on the impulsive intervals and reduce the control cost. Noticeably, the proposed adaptive pinning impulsive control scheme is universal for different dynamical networks to some extent. The impulsive instants are chosen by solving a series of maximum problems subject to the derived conditions. Several numerical simulations are performed to illustrate the effectiveness and correctness of the derived theoretical results.
机译:本文采用钉扎与脉冲控制相结合的方法来研究复杂变量动态网络的同步性。基于李雅普诺夫函数法和数学分析技术,首先分析得出实现同步的充分条件。该结果将为实变量动态网络导出的条件扩展到复杂变量网络。此外,采用自适应策略来放松对脉冲间隔的限制并降低控制成本。值得注意的是,所提出的自适应钉扎脉冲控制方案在某种程度上对于不同的动态网络是通用的。通过解决一系列在导出条件下的最大问题来选择脉冲瞬间。进行了几个数值模拟,以说明所导出理论结果的有效性和正确性。

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