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Time-varying group formation-tracking control for general linear multi-agent systems with switching topologies and time-varying delays

机译:具有切换拓扑和时变延迟的一般线性多算术系统的时变组形成跟踪控制

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Time-varying group formation-tracking control for general linear multi-agent systems with switching topologies and varying time delays is studied in this paper. Due to the deferent effects in coordinated problem, the agents in group formation-tracking are divided into two roles, leaders and followers, respectively. The followers are allowed to achieve the expected subgroup formation and, in the meantime, tracking the trajectory of the leaders in each group. Firstly, utilizing the neighboring information, the observers is proposed for each follower to estimate the leader’s state in the subgroup. Based on the transformed of the estimated error and Lyapunov theory, the effectiveness of the proposed observer is proven. Secondly, by incorporating the state observer in the formation-tracking protocol, the novel controller is put forward to solve the group formation-tracking problem under the influence of both time-varying delays and switching networks. Then, an algorithm to determine the gain matrix is presented, and the convergence the of group formation error is also demonstrated. Finally, a numerical simulation result is given to verify the practical of the theoretical results.
机译:本文研究了具有切换拓扑的一般线性多助手系统的时变组形成跟踪控制和不同时间延迟。由于协调问题的助性效应,组形成追踪中的药剂分别分为两个角色,领导者和追随者。允许追随者达到预期的子组形成,并且在此期间,跟踪每个组领导者的轨迹。首先,利用邻近的信息,为每个跟随器提出观察者以估计子组中的领导状态。基于估计误差和Lyapunov理论的转化,拟议观察员的有效性已被证明。其次,通过在地层跟踪协议中结合状态观察者,提出了新的控制器,以解决在两个时变延迟和交换网络的影响下解决组形成跟踪问题。然后,提出了一种确定增益矩阵的算法,并且还证明了组形成误差的汇聚。最后,给出了数值模拟结果来验证理论结果的实际情况。

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