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Application of Volterra-series algorithm for power system harmonic estimation

机译:Volterra级数算法在电力系统谐波估计中的应用

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The increasing trend for use of nonlinear loads in power system results in generation of more harmonics and hence deterioration of power quality. This calls for accurate estimation of harmonics in power system so that more effective compensation measures are designed. However, accurate computation of all the harmonics is a challenging problem in power system. Even though many algorithms have been proposed for harmonic estimation to improve the power quality performance, but till date it remains a challenge. In this paper two nonlinear adaptive filtering algorithms called Volterra Least Mean Square (VLMS) and Volterra Recursive Least Square (VRLS) are applied for the first time for estimating harmonic parameters. These approaches have been considered to estimate the amplitudes, phases and frequency in case of time varying power signals containing harmonics in the presence of White Gaussian Noise in MATLAB simulating environment. Also comparison results with VLMS and VRLS algorithms are presented to show the effectiveness of the proposed VRLS algorithm.
机译:在电力系统中使用非线性负载的趋势不断增加,导致产生更多的谐波,从而导致电能质量下降。这就要求准确估计电力系统中的谐波,以便设计出更有效的补偿措施。但是,准确计算所有谐波是电力系统中的一个难题。尽管已经提出了许多用于谐波估计的算法,以改善电能质量性能,但是迄今为止,它仍然是一个挑战。本文首次将两种非线性自适应滤波算法称为Volterra最小均方(VLMS)和Volterra递归最小二乘(VRLS)用于估计谐波参数。在MATLAB仿真环境中,在存在高斯白噪声的情况下,考虑到时变功率信号包含谐波的情况下,已经考虑了这些方法来估计幅度,相位和频率。并与VLMS和VRLS算法进行了比较,结果表明了所提出的VRLS算法的有效性。

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