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Event-triggered asynchronous intermittent communication strategy for synchronization in complex dynamical networks

机译:事件触发的异步间歇通信策略,用于复杂动态网络中的同步

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This paper presents a new framework for synchronization of complex network by introducing a mechanism of event-triggering distributed sampling information. A kind of event which avoids continuous communication between neighboring nodes is designed to drive the controller update of each node. The advantage of the event-triggering strategy is the significant decrease of the number of controller updates for synchronization task of complex networks involving embedded microprocessors with limited on-board resources. To describe the system's ability reaching synchronization, a concept about generalized algebraic connectivity is introduced for strongly connected networks and then extended to the strongly connected components of the directed network containing a directed spanning tree. Two sufficient conditions are presented to reveal the underlying relationships of corresponding parameters to reach global synchronization based on algebraic graph, matrix theory and Lyapunov control method. A positive lower bound for inter-event times is derived to guarantee the absence of Zeno behavior. Finally, a numerical simulation example is provided to demonstrate the theoretical results. (C) 2015 Elsevier Ltd. All rights reserved.
机译:通过引入事件触发分布式采样信息的机制,本文提出了一种复杂网络同步的新框架。一种避免相邻节点之间持续通信的事件被设计为驱动每个节点的控制器更新。事件触发策略的优势在于,用于复杂网络的同步任务的控制器更新次数大大减少,该复杂网络涉及板载资源有限的嵌入式微处理器。为了描述系统达到同步的能力,针对强连接网络引入了关于广义代数连接的概念,然后将其扩展到包含有向生成树的有向网络的强连接组件。基于代数图,矩阵理论和李雅普诺夫控制方法,提出了两个充分的条件来揭示对应参数达到全局同步的潜在关系。得出事件间时间的正下限,以确保不存在芝诺行为。最后,通过数值算例验证了理论结果。 (C)2015 Elsevier Ltd.保留所有权利。

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