探讨了多智能体系统和无向拓扑中的分布式测量边界控制问题,根据智能体及其邻域之间的通信所产生的信息,在空间边界点上进行边界控制器的设计。本文利用李雅普诺夫第二方法建立了输出一致性充分条件,并通过线性矩阵不等式计算得出控制增益。最后,通过数值算例来证明理论分析的结果。The problem of distributed measurement boundary control in multi-agent systems and undirected topologies is explored, and the design of boundary controllers is carried out at spatial boundary points based on the information generated by the communication between the agents and their neighbors. In this paper, a sufficient condition for output consensus is established using Liapunov’s second method, and the control gain is computed by linear matrix inequality. Finally, the results of the theoretical analysis are demonstrated by numerical examples.
