Zero-Crossing Technique Modification for the Frequency Measurements of Real Power Grids

K. A. Ivanenko, A. Serov
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Abstract

Currently, the most popular method of the frequency measurement of electric power grids signals is the zero-crossing technique. The main disadvantage of this method is associated with the sensitivity of this method to harmonics, noise and flicker of the measured signal. The existing methods of reducing the measurement error results to an increase of the measurement time, which is a significant disadvantage for a number of practical tasks. This paper discusses a method of reducing the frequency measurement error when applying the zero-crossing technique. The proposed method is based on the determination of the moments of signal transition through the level which corresponds to signal maximum derivative. To clarify the moments of signal transition through a given level, a piecewise-linear approximation of the signal in the vicinity of its transition through a given level was applied. To determine the value of the derivative, a seventh-order digital differentiator is proposed. Analytical expressions for the frequency measurement error estimation for the proposed measurement method are obtained. The effectiveness of the proposed method of reducing the measurement error in comparison with the “traditional” zero-crossing technique has been evaluated. By using the Simulink software package, a model of simulation modeling of a frequency measurement transducer that implements the proposed measurement method has been proposed. The reliability of the obtained analytical expressions is confirmed by the coincidence of the results of simulation modeling and analytical expressions at check points.
实际电网频率测量的过零技术改进
目前,最常用的电网信号测频方法是过零技术。该方法的主要缺点是该方法对被测信号的谐波、噪声和闪烁的敏感性。现有的减小测量误差的方法会导致测量时间的增加,这对于许多实际任务来说是一个明显的缺点。本文讨论了应用过零技术减小频率测量误差的方法。该方法通过信号最大导数对应的电平来确定信号的过渡矩。为了明确信号通过给定电平的过渡矩,应用了信号在其通过给定电平的过渡附近的分段线性近似。为了确定导数的值,提出了一个七阶数字微分器。给出了该测量方法频率测量误差估计的解析表达式。通过与“传统”过零技术的比较,对该方法减小测量误差的有效性进行了评价。利用Simulink软件包,建立了实现上述测量方法的频率测量传感器的仿真建模模型。仿真建模结果与各检查点的解析表达式吻合,证实了解析表达式的可靠性。
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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