基于IIR滤波器的并网逆变器分数复奇重复控制

Jin Li, Yifei Sun
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引用次数: 0

摘要

由于重复控制器缺乏快速性,一般采用复合控制策略。为此,提出了一种基于比例积分多谐振的复合结构。虽然基于RC(重复控制)内模结构的PIMR控制器提高了速度和抗干扰性,但由于RC核心结构,系统存在采样周期$N$的延迟,因此提出了PIMR- orc(奇数重复控制)结构。PIMR-ORC可以在基频及其奇谐波频率上提供高增益,使延迟链路减少一半,因此PIMR-ORC具有更宽的带宽和更快的响应速度。然而,在电网频率波动的情况下,PIMR-ORC的控制效果并不理想。因此,本文在PIMR-ORC的基础上提出了PIMR-ORC的双分数实现,并更名为分数复合奇数重复控制(FC-ORC)。通过对补偿环节$z^{m}$和$N$的分数阶逼近,使FC-ORC更能适应电网频率的变化。本文对FC-ORC的稳定性进行了分析,并给出了MATLAB/Simulink来验证改造方案的有效性和可行性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fractional Compound Odd Repetitive Control for a Grid-Tied Inverters Using an IIR Filter
Due to the lack of rapidity of repetitive controllers, compound control strategies are generally adopted. Therefore, a compound structure based on PIMR (proportional integral multi-resonant) is proposed. Although the PIMR controller based on the RC (repetitive control) internal model architecture has improved speed and anti-disturbance, due to the RC core architecture, the system has a delay of sampling period $N$, so the PIMR-ORC(odd repetitive control) architecture is proposed. PIMR-ORC can provide high gains at the fundamental frequency and its odd harmonic frequencies, which reduces the delay link by half, so PIMR-ORC has a wider bandwidth and faster response speed. However, PIMR-ORC's control effect is barely satisfactory under the fluctuation of the grid frequency. Therefore, this paper proposes a double fractional implementation of PIMR-ORC on the basis of PIMR-ORC and renamed as Fractional Compound Odd Repetitive Control(FC-ORC). Through the fractional approximation of the compensation link $z^{m}$ and $N$, the FC-ORC is more adaptable to the change of the grid frequency. The paper analyzes the stability of FC-ORC and gives MATLAB/Simulink to demonstrate the effectiveness and feasibility of the reform plan.
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