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文章摘要
同步相量测量不确定度估计
Uncertainty estimation of Synchrophasor measurements
Received:September 05, 2016  Revised:September 05, 2016
DOI:
中文关键词: 测量不确定度  同步相量测量  信号重构  PMU
英文关键词: measurement  uncertainty, synchrophasor  measurement, signal  reconstruction, PMU
基金项目:
Author NameAffiliationE-mail
Wang Fuping* State Key Laboratory of Power System and Generation Equipment Tsinghua University,Haidian District Beijing wangfuping97@mails.tsinghua.edu.cn 
Jiang Xu Jilin Electric Power Company,Changchun Jilin Province kunpengshi2005@163.com 
Guo Lei Jilin Electric Power Company,Changchun Jilin Province guol@jl.sgcc.com.cn 
Wang Chunhua Jilin Electric Power Company,Changchun Jilin Province wangch@jl.sgcc.com.cn 
Jiang Xu Jilin Electric Power Company,Changchun Jilin Province jiangxu@jl.sgcc.com.cn 
Zhao Wei State Key Laboratory of Power System and Generation Equipment Tsinghua University,Haidian District Beijing zhaowei@mail.tsinghua.edu.cn 
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中文摘要:
      同步相量测量不确定度估计可用于检测相量测量中的坏数据,监测同步相量测量单元(PMU)工作状态,并为PMU相关应用提供上报数据的测量精度信息,具有重要应用价值。本文提出基于同步录波数据和同步相量测量结果进行不确定度估计。由相量测量序列重构基波,并与录波数据相减得到残差信号,通过计算残差信号基波带内和带外分量相对重构基波的功率比,得到参数ri和ro。本文理论分析表明,通过基波带宽合理选取,ri为同步相量测量不确定度近似无偏估计,-20log10(ro)可准确估计电网采样信号信噪比(dB值)。仿真和实测实验验证了算法的有效性,展示了算法的实用功能和应用效果。
英文摘要:
      The uncertainty estimation of synchrophasor measurements processes many valuable potential applications, such as detecting bad measurement data, monitoring the status of PMU setup, and providing measurement accuracy information for PMU applications. In this paper, we propose an uncertainty estimation method making use of the synchronous sampled data and the synchrophasor measurements. The fundamental wave is reconstructed with the synchrophasor measurements, and the residual signal is computed as the difference between the synchronous sampled data and the reconstructed fundamental wave. Two variables ri and ro are calculated respectively representing the power ratios of the components of the residual signal inside and outside of fundamental frequency band to the reconstructed fundamental. Theoretical analysis has proven that with reasonable selection of fundamental frequency band, ri is an approximately unbiased estimate of the measurement uncertainty, and -20log10ro is an accurate estimate of signal to noise ratio of the sampled grid signal in decibel. Experiments with simulated data and PMU recorded data have verified the effectiveness and practical functions of the algorithm.
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