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文章摘要
基于参考电流增量法的感应分流器校验方法
Calibration of inductive current divider based on reference current increment method
Received:March 13, 2022  Revised:March 18, 2022
DOI:10.19753/j.issn1001-1390.2024.10.023
中文关键词: 双级感应分流器  参考电流增量法  电流比例  容性泄漏
英文关键词: two-stage inductive current divider, reference current increment method, current proportion, capacitive leakage
基金项目:国家自然科学基金资助项目( 62101521)
Author NameAffiliationE-mail
Guo Senlin* Beijing University of Technology guosenlin61@163.com 
Zhu Jangmiao Beijing University of Technology zhujiangmiao@emails.bjut.edu.cn 
Geng Xixi National Institute of Metrology gengxx@nim.ac.cn 
Pan Xianlin National Institute of Metrology panxl@nim.ac.cn 
Shi Zhaomin National Institute of Metrology shizhm@nim.ac.cn 
Jin Tao China Jiliang University 1416654617@qq.com 
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中文摘要:
      感应分流器具有高准确度和高稳定性的电流比例,在电流互感器检定领域有着广泛的应用。文中提出了一种基于参考电流增量法原理的感应式分流器校验方法,文中介绍了参考电流增量法的基本原理;分析了参考电流互感器和差值电流测量线路的设计原理;搭建了感应分流器自校验的实验线路;对研制的双级感应分流器在50 Hz~1 kHz频率范围进行了校验,并对校验结果进行了不确定度分析。实验结果表明,在50 Hz~1 kHz频率范围内,双级感应分流器比值差测量合成标准不确定度优于5×10-8 A/A,相位差测量合成标准不确定度优于1×10-7 rad。
英文摘要:
      Inductive current divider has high accuracy and high stability of current ratio, which is widely used in the verification of current transformer and other fields. In this paper, a method for calibrating inductive current divider based on the principle of reference current increment method is proposed, and the basic principle of reference current increment method is introduced; the design principles of reference current transformer and differential current measurement circuit are analyzed; the experimental circuit for the self-calibration of the inductive current divider is built; the developed two-stage inductive current divider is calibrated in the frequency range of 50 Hz~1 kHz, and the uncertainty of the calibration result is analyzed. The experimental results show that, in the frequency range of 50 Hz~1 kHz, the measurement synthetic standard uncertainty of the ratio difference of the two-stage inductive current divider is better than 5×10-8 A/A, and the measurement synthetic standard uncertainty of the phase difference is better than 1×10-7 rad.
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