控制理论(社会学)
残余物
稳健性(进化)
国家观察员
计算机科学
观察员(物理)
鲁棒控制
积分器
控制工程
数学
控制系统
工程类
非线性系统
带宽(计算)
控制(管理)
化学
基因
人工智能
物理
电气工程
量子力学
生物化学
计算机网络
算法
作者
Shufeng Zhang,Changan Liu,Yuntao Shi,Xiang Yin,Ying Zhang
摘要
Summary Grid‐forming (GFM) inverters offer stable frequency support for microgrid systems, even in the absence of synchronous generators. However, the GFM inverters have low inertia and vulnerability to system uncertainties and external disturbances. The conventional dual‐loop proportional integral (PI) control strategy, while widely used for its simplicity and robustness, suffers from poor dynamic performance. Motivated by this, this paper presents an observer‐based residual‐driven dynamic compensation (RDDC) strategy based on the coprime factorization technic and the Youla parameterization theory to achieve the primary control of the GFM inverter. The observer‐based RDDC strategy comprises four components: a PI controller for tracking control, a linear quadratic regulator (LQR) controller for dynamic adjustment, a residual generator based on the Kalman filter for state estimation and residual generation, and a residual compensation controller designed using model matching theory and solved through linear matrix inequality (LMI) methods for disturbance suppression. Simulation and experiment results consistently demonstrate that the observer‐based RDDC strategy ensures system robustness, enhances the dynamic and steady‐state performance of the GFM inverter system, and strengthens the ability of the GFM inverter to suppress disturbances.
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