A Synchrophasor Estimation of Power Systems Considering Three-phase Amplitude Imbalance

Xinchuang Liu, L. Fu, Hongjun Zhao, Siyu Xiong, Ling Yu, Xuan-zheng Zhou
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Abstract

When the distribution network occurs fault or the three-phase load is unbalanced, the measurement accuracy of the phasor measurement unit (PMU) will decrease due to the influence of the unbalanced current/voltage signal. Accordingly, a synchrophasor measurement algorithm considering three-phase amplitude imbalance is proposed to improve the estimation accuracy under three-phase amplitude imbalance. Firstly, the discrete Fourier transform (DFT) is used to identify the amplitude imbalance phase and pre-estimate the amplitude imbalance coefficient. Then, by expanding the Taylor model and combining the mathematical transformation, the Negative-Twice-Frequency Component (NTFC) generated by DFT is eliminated. Finally, an accurate phasor measurement result is obtained through offline matrix calls and error correction steps; The signals defined by IEEE Standard C37.242-2013 are adopted to verify the performance of proposed algorithm. The simulations show that the proposed algorithm is valid under three-phase amplitude imbalance, and the measurement fluctuation is significantly reduced with a reasonable increment in computational burden.
考虑三相幅值不平衡的电力系统同步相量估计
当配电网发生故障或三相负荷不平衡时,由于不平衡电流/电压信号的影响,相量测量单元(PMU)的测量精度会降低。为此,提出了一种考虑三相幅值不平衡的同步相量测量算法,以提高三相幅值不平衡下的估计精度。首先,利用离散傅立叶变换(DFT)识别幅值不平衡相位并预估幅值不平衡系数;然后,通过扩展泰勒模型并结合数学变换,消除了DFT产生的负两频分量(NTFC)。最后,通过离线矩阵调用和误差校正步骤,获得准确的相量测量结果;采用IEEE标准C37.242-2013定义的信号来验证算法的性能。仿真结果表明,该算法在三相幅值不平衡的情况下是有效的,在合理增加计算量的前提下显著减小了测量波动。
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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