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Bipartite tracking of homogeneous and heterogeneous linear multi-agent systems

机译:均匀和异质线性多剂系统的二分跟踪

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In this paper, we consider bipartite tracking of linear multi-agent systems with a leader. Both homogeneous and heterogeneous systems are investigated. The communication between agents is modelled by a directed signed graph, where the negative (positive) edges represent the antagonistic (cooperative) interactions among agents. Linear Quadratic Regulator (LQR)-based approach is used to derive the distributed protocol for the follower agent to achieve bipartite tracking of the leader. It is shown that solving the bipartite tracking problem over the structurally balanced signed graph is equivalent to solving the cooperative tracking problem over a corresponding graph with nonnegative edge weights. This bridges the gap between the newly raised bipartite tracking problem and the well-studied cooperative tracking problem. Three novel control protocols are proposed for both cooperative and bipartite output tracking of heterogeneous linear multi-agent systems. Numerical examples are given to show the effectiveness of our control protocols.
机译:在本文中,我们考虑使用领导者的线性多种子体系统的二分跟踪。研究了均匀和异质系统。代理之间的通信由定向符号的图表建模,其中负(正)边缘代表代理之间的拮抗(合作)相互作用。基于二次稳压器(LQR)的方法用于导出从动Agent的分布式协议,以实现领导者的二分跟踪。结果表明,在结构平衡的签名图上解决了双总轨跟踪问题等同于在具有非负边缘权重的相应图中解决协作跟踪问题。这弥补了新提高的双链跟踪问题与良好的合作跟踪问题之间的差距。提出了三种新型控制方案,用于异构线性多剂量系统的协同和二分钟输出跟踪。给出了数值例子来显示我们的控制协议的有效性。

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