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文章摘要
输电线路电场积分式电压测量法不确定度分析
Uncertainty analysis of electric field integral voltage measurement method for transmission line
Received:February 23, 2023  Revised:February 23, 2023
DOI:10.19753/j.issn1001-1390.2025.10.025
中文关键词: 电场积分法  数值积分  不确定度评估  电压测量  瞬态电场仿真
英文关键词: electric field integral method, numerical integral, uncertainty estimation, voltage measurement, transient electric field simulation
基金项目:中国南方电网有限责任公司科技项目(YNKJXM20210199)
Author NameAffiliationE-mail
YANG Jiaquan Electric Power Research Institute of Yunnan Power Grid Co., Ltd. yjquan99@163.com 
LUAN Siping* Electric Power Research Institute of Yunnan Power Grid Co., Ltd. luansiping17516@126.com 
ZHANG Xiran Electric Power Research Institute of Yunnan Power Grid Co., Ltd. zhangxiran513@qq.com 
MA Pengfei Electric Power Research Institute of Yunnan Power Grid Co., Ltd. 1343422033@qq.com 
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中文摘要:
      电场积分式电压测量法近年来已有广泛研究和应用,但目前少有对各积分算法的可靠性对比研究。基于D-dot电场传感器,针对输电线路电压测量引入一种不确定度分析方法,对不同电场积分法进行评估,研究不同算法的适用性。建立电场积分算法输电线路电压测量仿真模型,计算输电线下方瞬态电场分布,分别使用高斯-勒让德法以及高斯-切比雪夫法进行积分计算,获得对应电压数值;引入一种不确定度分析方法,分析电场积分法的不确定度来源,建立电场积分法的不确定度数学分析模型,以进行算法之间的不确定度特性对比分析;搭建试验平台对比两种电场积分方法相对误差,得到高斯-勒让德电场积分法的实测表现更优,从而验证了电场积分算法不确定度评估方法的可行性。
英文摘要:
      The electric field integration voltage measurement method has been widely studied and applied in recent years, but there are few comparative studies on the reliability of the integration algorithm. Based on D-dot electric field sensor, this paper introduces an uncertainty analysis method for transmission line voltage, evaluates the calculation method of electric field integral voltage, and studies the applicability of different algorithms. The simulation model of voltage measurement of transmission line based on electric field integration algorithm is established to calculate the transient electric field distribution under the transmission line, and the corresponding voltage values are obtained by using Gauss-Legendre and Gauss-Chebyshev methods respectively. An uncertainty analysis method is introduced to analyze the source of uncertainty of the electric field integral method, and a mathematical analysis model of the uncertainty of the electric field integral method is established to compare and analyze the uncertainty characteristics among different algorithms. An experimental platform is set up to compare the relative errors of the two electric field integration methods, and the measured performance of the Gauss-Legendre electric field integration method is better, which verifies the feasibility of the uncertainty evaluation method of the electric field integration algorithm.
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