摘要
频率响应分析法是检测电力变压器绕组变形的常用诊断方法之一。近年来,频率响应分析法的检测流程趋向标准化,但寻求合适的算法对频响曲线数据进行量化分析仍需深入研究。文中将频响曲线数据的量化分析看作一个概率分类问题,提出了应用欧氏距离分析诊断变压器绕组变形程度和类型的新方法。研究结果表明,欧氏距离分析能够有效地对变压器绕组变形程度进行诊断,且与先前研究提出的数学指数方法相比,该方法对变形程度的诊断结果具有更高的线性度。同时,在检测频段分段后获取子频段的欧氏距离分布的基础上,计算得到了子频段欧氏距离的最大值与最小值的比值,该比值能够有效地对绕组变形类型进行诊断。研究结果对频响曲线数据量化分析具有一定的参考价值。
Frequency response analysis method is commonly used to monitor and diagnose the integrity of winding in Power transformer.Nearly a decade of research has prompted testing process of frequency response method toward standardization,but a suitable algorithm for quantitative analysis of curve data still needs further study.In this paper,,the quantitative analysis of frequency response curve data can be regarded as a probability classification problem,so the euclidean distance analysis is put forward to determine degree and type of winding deformation in power transformer.The results show that euclidean distance analysis could effectively diagnose the degree of winding deformation and has higher linearity of degree compared with other mathematical index in previous studies.Besides,euclidean distance of segmented frequency band is firstly calculated separately after discretization of the full spectrum and then the ratio of maximum and minimum could be calculated to determine the type of winding deformation.The research results has a certain reference value for quantitative analysis of frequency response curve data.
作者
张重远
胡焕
程槐号
刘云鹏
徐康
张攀
周婧娴
ZHANG Zhongyuan;HU Huan;CHENG Huaihao;LIU Yunpeng;XU Kang;ZHANG Pan;ZHOU Jingxian(Hebei Provincial Key Laboratory of Power Transmission Equipment Security Defense,North China Electric Power University,Hebei Baoding 071003,China;State Grid Xiaogan Power Supply Company,Hubei Xiaogan 432000,China;State Key Laboratory of Alternate Electrical Power System With Renewable Energy Sources,North China Electric Power University,Beijing 102206,China)
出处
《高压电器》
CAS
CSCD
北大核心
2020年第1期224-230,共7页
High Voltage Apparatus
基金
广东电网公司科技项目(基于套管末屏注入法的变压器绕组变形带电测试装置的研究).
关键词
绕组变形
欧氏距离
频率响应法
量化分析
winding deformation
euclidean distance
frequency-response analysis
quantitative analysis