Method Based On Improved FastICA-LSM For Harmonic Detection In Power System

Lei Li, Wenzhuo Huang, Yinghui Zhao
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Abstract

With the continuous improvement of people's demand for electricity, the topological structure of power grid is becoming more and more complex and the load is becoming more and more diverse. The power quality problem has attracted much attention, among which harmonic analysis is an important research basis. This paper proposes a harmonic detection method based on an improved fast independent component analysis (FastICA)-least squares method (LSM).This method is on the basis of the traditional FastICA. In order to solve the sensitivity of the algorithm to the initial value, the initial value is redefined when calculating the de-mixing matrix. And LSM to analyze the amplitude and phase of the separated signal. At the same time, with the view of reducing the number of iterations of harmonic detection, the traditional second-order convergence Newton's iteration is improved to extract the harmonic and fundamental signals in the mixed signal in the form of fifth-order convergence. Finally, the paper validates the method using analog signals and real signals. The results show that this method has fast detection speed and high accuracy, and is superior to other methods reported in the literature.
基于改进FastICA-LSM的电力系统谐波检测方法
随着人们对电力需求的不断提高,电网的拓扑结构越来越复杂,负荷也越来越多样化。电能质量问题一直备受关注,其中谐波分析是一个重要的研究基础。提出一种基于改进的快速独立分量分析(FastICA)-最小二乘法(LSM)的谐波检测方法。这种方法是在传统的FastICA的基础上发展起来的。为了解决算法对初始值的敏感性,在计算解混矩阵时重新定义初始值。并利用LSM分析分离信号的幅值和相位。同时,从减少谐波检测迭代次数的角度出发,对传统的二阶收敛牛顿迭代进行改进,以五阶收敛的形式提取混合信号中的谐波和基波信号。最后,用模拟信号和实际信号对该方法进行了验证。结果表明,该方法检测速度快,准确率高,优于文献报道的其他方法。
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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