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首页> 外文期刊>International Journal of Robust and Nonlinear Control >Multi-layer distributed protocols for robust cooperative tracking in interconnected nonlinear multiagent systems
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Multi-layer distributed protocols for robust cooperative tracking in interconnected nonlinear multiagent systems

机译:互联非线性多算系统中强大的协作跟踪的多层分布式协议

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摘要

We develop a mixed graph and optimal control theoretic formulation to design a robust cooperative control protocol for a large-scale multiagent system with partially known interconnected first-, second-, or mixed first- and second-order dynamics. In each case, we transform the control protocol design task to a robust communication graph design problem, which, from a cyber-physical perspective, is interpreted as the control layer design problem for an interconnected system with unknown agent layer dynamics. According to this viewpoint, each state variable has its own control layer communication topology separate from the other state variable's communication topology and the unknown agent layer interconnection topologies. We prove that all cooperative, decentralized, and centralized tracking protocols can be treated as a single design problem and, by deriving closed-form solutions for the robust control layer topologies, we further provide a simpler design procedure, which is only based on the matrix manipulations. Aside from the linear implementation of the protocol and the connection of the proposed formulation to the well known rules-of-thumb in optimal control theory, this creates a higher potential to transfer ideas to industry. Modeling uncertainties tolerable by a given control layer topology is analyzed, and a preliminary performance-oriented analysis and design approach for large-scale interconnected systems is discussed. We show that exactly the same steps can be followed to design appropriate control layers for both tracking and stabilization.
机译:我们开发混合图和最佳控制理论制剂,为大规模多算系统设计具有部分已知的互联的第一,第二或混合的第一和二阶动态的强大的组合控制协议。在每种情况下,我们将控制协议设计任务转换为强大的通信图形设计问题,从网络物理角度来看,被解释为具有未知代理层动态的互连系统的控制层设计问题。根据该观点,每个州变量都有自己的控制层通信拓扑,与其他状态变量的通信拓扑和未知的代理层互连拓扑分开。我们证明所有合作,分散和集中式跟踪协议都可以被视为单一的设计问题,并且通过导出用于鲁棒控制层拓扑的闭合解决方案,我们还提供了更简单的设计过程,该过程仅基于矩阵操纵。除了协议的线性实施和建议的制剂与众所周知的拇指规则的连接中,这在最佳控制理论中产生了更高的转移思想的潜力。分析了给定控制层拓扑结构的建模不确定性,并讨论了初步性能导向的分析和用于大型互连系统的设计方法。我们表明,可以遵循完全相同的步骤以设计适当的控制层,以便跟踪和稳定化。

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