基于数据驱动滑模的多智能体系统分布式二部一致性

Huarong Zhao, Li Peng, Linbo Xie, Jielong Yang, Ye Xu
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引用次数: 0

摘要

研究了具有未知动力学和对抗相互作用的非线性离散多智能体系统的全分布二部一致性跟踪问题。提出了一种完全分布式数据驱动的滑模二部一致性(DSMBC)方法。该方法的收敛性不再与参考轨迹的格式有关,包括时变轨迹和定常轨迹。此外,不再需要强连接需求。首先,构造二部联合测量误差函数,将二部共识问题转化为共识问题;然后,利用质量的输入/输出数据,建立了一种增强的紧凑型动态线性化数据模型。然后,构造DSMBC,并证明了算法的收敛性,表明每个agent的二部共识跟踪误差被切割到原点周围的一个小区域。最后给出了两个示例,结果进一步证明了所提方案的正确性和有效性,其中质量可以同时处理时变和定常跟踪任务。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Distributed Bipartite Consensus for Multi-Agent Systems Via Data-Driven Sliding Mode Scheme
This paper investigates a fully distributed bipartite consensus tracking problem for nonlinear discrete-time Multi-agent systems (MASs) with unknown dynamics and antagonistic interactions. A fully distributed data-driven sliding mode bipartite consensus (DSMBC) approach is proposed. The convergence of the proposed method is no longer related to the format of the reference trajectory, including time-varying and time-invariant trajectories. Moreover, the strongly connected requirement is no longer needed. Firstly, a bipartite combined measurement error function is formulated to transfer the bipartite consensus issue into the consensus issue. Then, an enhanced compact form dynamic linearization data mode is established by employing the input/output data of the MASs. After that, the DSMBC is constructed, and the proposed algorithm's convergence is proved, showing that each agent's bipartite consensus tracking error is cut to a small region around the origin. Finally, two examples are presented, and the results further demonstrate the correctness and effectiveness of the proposed scheme, where the MASs can tackle both time-varying and time-invariant tracking tasks.
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