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Error analysis in static harmonic State estimation: a statistical approach

机译:静态谐波状态估计中的误差分析:一种统计方法

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摘要

The effectiveness of harmonic state estimation (HSE) in identifying the location and magnitude of harmonic sources is largely dependent on the accuracy of the measurements. Measurement errors (or bad data) can be classified into two groups; measurement noise and gross error. This paper uses a statistical approach (cumulative probability density functions) obtained from five thousand Monte Carlos runs to investigate the impact of measurement noise and gross errors in harmonic state estimation. The Lower South Island of the New Zealand system is used as the test system and the results are probability curves containing the statistics of the estimation error. The effect of additional measurements on an over-determined system to filter noise is also discussed.
机译:谐波状态估计(HSE)在识别谐波源的位置和大小方面的有效性在很大程度上取决于测量的准确性。测量误差(或不良数据)可分为两类:测量噪声和总误差。本文使用从五千次蒙特卡洛斯运行中获得的统计方法(累积概率密度函数)来研究谐波状态估计中测量噪声和总误差的影响。新西兰系统的下南岛用作测试系统,结果是包含估计误差统计信息的概率曲线。还讨论了额外测量对过度确定的系统进行滤波的影响。

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