Advanced Active Islanding Method With Recursive Least Square for Microgrid

Rahul S. Somalwar;S.G. Kadwane;Jayesh Ruikar
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Abstract

Islanding is one of the challenging task for microgrid system. There are various types of islanding methods. Local methods also classified as passive, active, and hybrid methods. Passive islanding methods are easy to execute, cheaper for multi-distributed generation (DG) system but have large nondetection zone (NDZ). A very few active and hybrid methods were tested on multi-DG system till now. In this article, a new method is proposed for DGs connected in parallel considering a recursive least square (RLS) algorithm at point of common coupling for islanding. There are various parameters like voltage, current, frequency, impedance, harmonics, etc., used to detect the islanding. Here a frequency of active frequency drift (AFD) current with RLS is considered as a variable parameter. Further comparative analysis was done between conventional active and passive methods with the proposed method. In the proposed method, a variation of estimated frequency signal generates the tripping signal in fast manner as compare to other methods. The simulation results are analyzed based on MATLAB software and verified the same by implementing prototype hardware experimental setup. The analysis shows that the estimation of frequency for current of AFD with RLS approach is more suitable for islanding during zero power mismatch condition.
采用递归最小平方的先进微电网主动孤岛化方法
孤岛化是微电网系统面临的挑战之一。孤岛方法有多种类型。本地方法也分为被动、主动和混合方法。被动式孤岛方法易于执行,对于多分布式发电(DG)系统来说成本较低,但有较大的非检测区(NDZ)。迄今为止,只有极少数主动和混合方法在多 DG 系统上进行了测试。本文针对并联的 DG 提出了一种新方法,即在孤岛共同耦合点采用递归最小平方(RLS)算法。有多种参数,如电压、电流、频率、阻抗、谐波等,用于检测孤岛。在这里,使用 RLS 的有源频率漂移(AFD)电流频率被视为一个可变参数。传统的主动和被动方法与所提出的方法进行了进一步的比较分析。与其他方法相比,在所提出的方法中,估计频率信号的变化能快速产生跳闸信号。仿真结果基于 MATLAB 软件进行分析,并通过原型硬件实验装置进行了验证。分析结果表明,采用 RLS 方法估算 AFD 电流频率更适合零功率失配条件下的孤岛运行。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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