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The effects of integration intervals on recursive rms and powers measurement in the presence of non-sinusoidal conditions

机译:在非正弦条件下,积分间隔对递归均方根和功率测量的影响

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The effects of integration intervals on recursive rms and powers measurement in the presence of non-sinusoidal conditions are considered. The presence of time measurement intervals of both fixed and variable duration is assumed. Suitable formulas to evaluate the errors introduced by the desynchronization of measurement interval for active and apparent power, power factor and voltage and current rms values are developed. Then, the errors are evaluated in presence of smoothing of the results over a variable number of consecutive measurements by means of proper formulas. Some numerical experiment conclude the analysis showing the improvements of accuracy that can be obtained.
机译:考虑了在非正弦条件下积分间隔对递归均方根和功率测量的影响。假定存在固定和可变持续时间的时间测量间隔。开发了合适​​的公式来评估由测量间隔的不同步引起的有功功率和视在功率,功率因数以及电压和电流均方根值的误差。然后,通过适当的公式,在可变数量的连续测量结果平滑的情况下评估误差。一些数值实验得出的分析结果表明可以提高精度。

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