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Coupling Degree Clustering-Based Distributed Model Predictive Control Network Design

机译:基于耦合度聚类的分布式模型预测控制网络设计

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摘要

Designing a stabilized distributed model predictive control (DMPC) with constraints is an open and important problem for a class of large-scale distributed systems, which are composed by both weakly and strongly coupled subsystems. This paper proposes a design of DMPC network to stabilize this class of large-scale systems. A coupling degree-based clustering method is first designed to classify subsystems into some middle-scale subsystems (M-subsystem) off-line according to the adjacent matrix, so that these M-subsystems are weakly coupled with each other. Then, each M-subsystem is controlled by a virtual model predictive control (MPC), which is realized by several individual controllers with running iterative cooperative DMPC algorithm, since the solution of cooperative DMPC is able to converge to a fixed point without coupling constraints. Each MPC communicates with the corresponding interacted M-subsystems' MPCs once in a control period for exchanging future state evolution estimation. All the subsystem-based MPCs are composed of the proposed peer-to-peer DMPC network. In addition, an additional consistency and stabilization constraints are added to guarantee the recursive feasibility and stability of the overall system. The convergence of the iterative DMPC algorithm for each M-subsystem and the stabilization analysis of the overall system are provided. The simulation results show the efficiency of the proposed method.
机译:对于一类由弱耦合子系统和强耦合子系统组成的大规模分布式系统,设计具有约束的稳定分布式模型预测控制(DMPC)是一个开放而重要的问题。本文提出了一种用于稳定此类大型系统的DMPC网络设计。首先设计了一种基于耦合度的聚类方法,根据相邻矩阵将子系统离线划分为一些中等规模的子系统(M-subsystem),从而使这些M-subsystems相互弱耦合。然后,每个M子系统都由一个虚拟模型预测控制(MPC)控制,该模型由运行迭代式协作DMPC算法的几个单独的控制器实现,因为协作DMPC的解决方案可以收敛到固定点而没有耦合约束。每个MPC在控制周期内与相应的交互M子系统的MPC通信一次,以交换将来的状态演化估计。所有基于子系统的MPC均由提议的对等DMPC网络组成。另外,添加了额外的一致性和稳定性约束,以保证整个系统的递归可行性和稳定性。提供了每个M子系统的迭代DMPC算法的收敛性和整个系统的稳定性分析。仿真结果表明了该方法的有效性。

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