基于同步相量测量的同步频率计算

P. Kovalenko, M. Senyuk, V. Mukhin, A. A. Korelina
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引用次数: 0

摘要

电压频率是电力系统特性研究和运行管理中的一个关键参数。人们提出了许多确定频率的方法,但大多数方法对瞬态和噪声非常敏感,而且时间分辨率不足。因此,有必要开发一种算法,在不考虑瞬态和噪声存在的情况下,以最小误差确定频率,并且为了更详细地研究机电瞬态,有必要在工业频率周期内进行测量。采用数字信号处理方法:滑动抛物线、滑动分段、最小二乘法逼近。所有计算均使用MATLAB进行。提出了一种基于同步相量数据的同步频率确定算法,该算法利用相位零点相交、相位极值和相位相交的特征点来确定同步频率。该算法的计算延迟为1.66 ms,可用于实时计算。结果表明,在瞬态过程中,极值偏置显著影响频率测定的精度。该算法考虑了相位与零的相交和相位的相交,具有较高的计算稳定性和较小的计算频率与给定频率的偏差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Synchronous Frequency Calculation Based on Synchrophasor Measurements
Voltage frequency is a key parameter both in the studies of the power system properties and in its operational management. Many methods have been proposed for determining the frequency, but most of them are highly sensitive to transients and noise, and also have insufficient time resolution. Thus, it is necessary to develop an algorithm for determining the frequency with the minimum error regardless of the transients and noise presence, and in order to study the electromechanical transients in more detail, it is necessary to perform measurements “inside” the industrial frequency period. The methods of digital signal processing were used: sliding parabolas, sliding segments, data approximation by the least squares method. All calculations were made using MATLAB. An algorithm was developed for determining the synchronous frequency based on the synchrophasor data using characteristic points: phase intersections with zero, phase extrema and phase intersections. The computational delay of the developed algorithm is 1.66 ms, which allows its use in real-time calculations. It was determined that during transient the extremum bias significantly affects the accuracy of frequency determination. The algorithm that considers the intersection of phases with zero and the intersection of phases has a higher computational stability and a smaller deviation of the calculated frequency from the given one.
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