非线性大型不确定系统基于新型协同优化策略的分布式模型预测控制

A. Mirzaei, A. Ramezani
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引用次数: 0

摘要

页面没有。摘要:本文提出了两种线性合作分布式约束模型预测控制(DMPC)方法来控制不确定非线性互联大系统。在这些方法中,提出了一种新的协同优化策略,其优点是改进了每个局部控制器的集中全局成本函数,与典型的协作dmpc相比,减少了控制工作量、成本函数值和收敛时间。典型非线性大系统的仿真结果。提出了两种重构线性分布约束模型预测控制器;提出了分布式扩展动态矩阵控制(DEDMC)和自适应广义预测控制(DAGPC),通过补偿线性化模型和非线性模型之间的不匹配来控制不确定的非线性大系统。与全非线性dmpc相比,所提控制器的优点是复杂度较低。在DEDMC中,线性化模型和非线性模型之间的不匹配被认为是一种干扰,而在DAGPC中,这种不匹配通过在线识别线性化模型来补偿。典型的线性算法,如分布式DMC,当参考轨迹离平衡点稍远时,会导致闭环响应不稳定,而使用所提出的DEDMC可以部分解决这个问题,即使参考轨迹离平衡点太远,使用所提出的DAGPC也可以完全解决这个问题。通过对一个典型的不确定非线性大系统的仿真,验证了所提方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Distributed Model Predictive Control Based on New Cooperative Optimization Strategy for Nonlinear Large Scale Uncertain Systems
Page No.: 1-17 Volume: 13, Issue 1, 2020 ISSN: 1997-5422 International Journal of Systems Signal Control and Engineering Application Copy Right: Medwell Publications Abstract: In this study two linear cooperative Distributed constrained Model Predictive Control (DMPC) approaches are proposed to control the uncertain nonlinear interconnected large scale systems. In these approaches a proposed novel cooperative optimization strategy is employed that its advantage is to improve the centralized global cost function of each local controllers which decreases the control efforts, cost function values and convergence time compared to typical cooperative DMPCs which is demonstrated via. simulation results of a typical nonlinear large scale system. In proposed approaches two reconstructed linear distributed constrained model predictive controllers; Distributed Extended Dynamic Matrix Control (DEDMC) and Adaptive Generalized Predictive Control (DAGPC) are presented to control the uncertain nonlinear large scale systems by compensation of the mismatch between linearized and nonlinear models. The advantage of proposed controllers is their less complexity compared to fully nonlinear DMPCs. In DEDMC, the mismatch between linearized and nonlinear models is considered as a disturbance and in DAGPC this mismatch is compensated using online identification of the linearized model. The typical linear algorithms like distributed DMC leads to an unstable closed-loop response if the reference trajectory is a little far from the equilibrium point while this problem will be partially solved using the proposed DEDMC and will be completely solved using the proposed DAGPC even if the reference trajectory is too far from the equilibrium point. The performance of proposed approaches are demonstrated through simulation of a typical uncertain nonlinear large scale system.
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