On Pinning Synchronization of an Array of Nonlinearly Coupled Dynamical Network With Time Delay

Wudai Liao, Haoran Chen, Jinhuan Chen, YaoHua Yang, Jingyu Wang, Heng Jia
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Abstract

This short paper addresses the synchronization problem for a class of complex networks with time delays. In the model studied in this paper, the coupling of nodes is nonlinear, because many network nodes, the dynamic characteristics of complex, if only rely on the network itself, it is difficult to achieve synchronization. Aiming at this kind of complex network with time delay, we control some nodes of the network through pinning control, so that the state of the whole network nodes can achieve synchronization. In addition, we give the sufficient conditions for the synchronization of complex networks with time delays, and use Lyapunov function and inequality principle to carry out theoretical analysis. Finally, an example is presented to illustrate the effectiveness of the theoretical results.
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一类时滞非线性耦合动态网络阵列的钉住同步问题
本文研究了一类具有时滞的复杂网络的同步问题。在本文所研究的模型中,节点间的耦合是非线性的,由于网络节点众多,动态特性复杂,如果仅仅依靠网络本身,很难实现同步。针对这种具有时间延迟的复杂网络,我们通过钉住控制来控制网络中的部分节点,使整个网络节点的状态实现同步。此外,给出了具有时滞的复杂网络同步的充分条件,并利用Lyapunov函数和不等式原理进行了理论分析。最后,通过算例验证了理论结果的有效性。
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