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Event-Based $H_{infty}$ Consensus Control of Multi-Agent Systems With Relative Output Feedback: The Finite-Horizon Case

机译:基于事件的 $ H_ {infty} $ 具有相对输出反馈的多智能体系统的共识控制:有限-地平线案例

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In this technical note, the consensus control problem is investigated over a finite horizon for general discrete time-varying multi-agent systems subject to energy-bounded external disturbances. A decentralized estimation-based output feedback control protocol is put forward via the relative output measurements. A novel event-based mechanism is proposed for each intelligent agent to utilize the available information in order to decide when to broadcast messages and update control input. The aim of the problem addressed is to co-design the time-varying controller and estimator parameters such that the controlled multi-agent systems achieve consensus with a disturbance attenuation level over a finite horizon . A constrained recursive Riccati difference equation approach is developed to derive the sufficient conditions under which the consensus performance is guaranteed in the framework of event-based scheme. Furthermore, the desired controller and estimator parameters can be iteratively computed by resorting to the Moore-Penrose pseudo inverse. Finally, the effectiveness of the developed event-based consensus control strategy is demonstrated in the numerical simulation.
机译:在本技术说明中,对于受能量限制的外部干扰的一般离散时变多智能体系统,在有限范围内研究了共识控制问题。通过相对输出测量,提出了基于分散估计的输出反馈控制协议。为每个智能代理提出了一种新颖的基于事件的机制,以利用可用信息来决定何时广播消息和更新控制输入。解决该问题的目的是共同设计时变控制器和估计器参数,以使受控多主体系统在有限的水平上以干扰衰减水平达成共识。提出了一种约束递推的Riccati差分方程方法,以推导在基于事件的方案框架下保证共识性能的充分条件。此外,可以借助于Moore-Penrose伪逆来迭代地计算所需的控制器和估计器参数。最后,数值仿真证明了所开发的基于事件的共识控制策略的有效性。

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