这份报纸调查领导人是静态的多代理人系统的领导人追随者一致问题,每个追随者的控制效果取决于它的自己的状态。控制协议为二个案例被建议:我) 为有切换的网络,拓扑学和未受指导的信息流动;ii ) 为有指导信息的网络流动和通讯时间延期。在从代数学的图,矩阵理论和稳定性理论的几个工具的帮助下,保证领导人追随者一致的足够的条件被构造适当 Lyapunov 功能获得。模拟被介绍表明我们的理论结果的有效性。
This paper investigates the leader-following consensus problem of multi-agent systems where the leader is static and the controlling effect of each follower depends on its own state. The control protocols are proposed for two cases: i) for network with switching topologies and undirected information flow; ii) for network with directed information flow and communication time-delays. With the aid of several tools from algebraic graph, matrix theory and stability the- ory, the sufficient conditions guaranteeing leader-following consensus are obtained by constructing appropriate Lyapunov functions. Simulations are presented to demonstrate the effectiveness of our theoretical results.