水轮机调节系统的修正模型预测控制和复合控制策略设计。

IF 6.5
Zhiheng Chen, Zhihuan Chen
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引用次数: 0

摘要

水轮机调节系统(HTRS)作为水电系统的关键部件,具有强耦合特性,这给控制系统设计带来了巨大的挑战,需要开发高性能的控制策略。针对复杂的控制要求,本文提出了一种基于Luenberger观测器理论的改进T-S模糊建模方法。它构建了一个高精度和简单的系统模型。设计了一种增强型MPC控制器,以利用模型预测控制(MPC)在处理多变量系统中的优势。MPC控制器通过后退地平线优化,有效地减轻了系统的不确定性,实现了高精度的轨迹跟踪。在此基础上,结合最优自适应模糊分数阶PID (AFFOPID)在鲁棒控制中的特点,提出了MPC与最优自适应模糊分数阶PID (AFFOPID)相结合的复合控制框架。开发的MPC-AFFOPID控制器结合了动态补偿机制,将两种策略的优势协同结合。这使得HTRS在不同条件下的动态性能和操作约束能够有效协调,克服了传统单一控制策略在复杂场景下的适应性限制。仿真结果表明,改进后的T-S模糊模型显著提高了建模精度和参数辨识能力,RMSE降低了97% %。与单一控制策略相比,MPC-AFFOPID方法提高了性能和响应速度,将上升时间缩短了85% %,将指标提高了80% %,证实了其有效性和工程潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of a modified model predictive control and composite control strategy for hydraulic turbine regulation system.

As a critical component in hydropower systems, the Hydraulic Turbine Regulation System (HTRS) exhibits strong coupling characteristics that impose substantial challenges on control system design, necessitating the development of high-performance control strategies. To address the complex control requirements, this paper proposes an improved T-S fuzzy modeling method based on the Luenberger observer theory. It constructs a system model that combines high accuracy and simplicity. An enhanced MPC controller is designed to leverage the advantages of Model Predictive Control (MPC) in handling multivariable systems. Through receding horizon optimization, the MPC controller effectively mitigates system uncertainties and achieves high-precision trajectory tracking. Furthermore, a composite control framework integrating MPC and optimal adaptive fuzzy fractional-order PID (AFFOPID) is proposed by combining the properties of AFFOPID in robust control. The developed MPC-AFFOPID controller incorporates a dynamic compensation mechanism that synergistically combines the strengths of both strategies. This enables effective coordination of HTRS dynamic performance and operational constraints under varying conditions, overcoming the adaptability limitations of conventional single control strategies in complex scenarios. Simulation results show that the improved T-S fuzzy model significantly enhances modeling accuracy and parameter identification, reducing RMSE by up to 97 %. Compared to single control strategies, the proposed MPC-AFFOPID approach improves performance and response speed, cutting rise time by up to 85 % and boosting metrics by up to 80 %, confirming its effectiveness and engineering potential.

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