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A Methodology for Frequency-Measurement Characterization Based on Increment of Input Signal Phase

机译:基于输入信号相位增量的频率测量表征方法

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It is known that the signals of modern power networks are non-sinusoidal, and in this case frequency measurement methods for sinusoidal signals cannot be effectively applied. The widely applied measurement method, based on cross-zero technique, requires a long measurement time. In a number of problems of power quality parameters measurement, this drawback is significant and necessitates the application of a faster measurement method, which allowing measurements for nonsinusoidal input signals. In this paper discusses a frequency measurement method based on determination of increment of input signal phase. The phase value is determined by applying of the discrete Fourier transform (DFT). An analysis of influence of additive, multiplicative and nonlinear components of the samples error to the frequency measurement error for the considered measurement method is performed. The influence of the measurement system parameters on the algorithmic error component is investigated. Recommendations to significantly reduce of the error have been developed. Analytical relationships that allows to evaluate the algorithmic component of the measurement error are obtained. A simulation model of the considerate measurement method is developed by Matlab software package. The reliability of the analytical relationships is confirmed by the coincidence of the results which are obtained by analytical expressions and the results of simulation modeling at check points.
机译:已知现代电网的信号是非正弦的,并且在这种情况下,不能有效地应用用于正弦信号的频率测量方法。基于过零技术的广泛应用的测量方法需要较长的测量时间。在电能质量参数测量的许多问题中,此缺点非常明显,需要应用更快的测量方法,该方法允许对非正弦输入信号进行测量。本文讨论了一种基于输入信号相位增量确定的频率测量方法。通过应用离散傅里叶变换(DFT)确定相位值。针对所考虑的测量方法,对样本误差的加法,乘法和非线性分量对频率测量误差的影响进行了分析。研究了测量系统参数对算法误差分量的影响。已经提出了显着减少误差的建议。获得允许评估测量误差的算法成分的分析关系。 Matlab软件包开发了一种考虑周到的测量方法的仿真模型。解析关系的可靠性通过解析表达式获得的结果与检查点处的仿真建模结果的一致性来证实。

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