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A new statistical approach to interpret power transformer frequency response analysis: Nonparametric statistical methods

机译:一种解释电力变压器频率响应分析的新统计方法:非参数统计方法

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The Frequency Response Analysis (FRA) test has been recognized as one of the sensitive tools available for detecting electrical and mechanical faults inside power transformers. However, there is still no universally systematic interpretation technique for these tests. Many research efforts have employed different statistical criteria in order to aid the interpretative capability of the FRA, but it is showed that the methods used so far, are based on parametric statistics which need a set of assumptions about the normality, randomness and statistical independence of FRA data. Therefore, this paper aims to propose some nonparametric statistical methods which are based on explicitly weaker assumptions than such classical parametric methods. The proposed statistical methods are applied to the experimental FRA measurements obtained from two test objects: a three phase, two winding distribution transformer (35/0.4 kV, 100 kVA) to study the winding inter-turn fault as an electrical fault, and a two winding transformer (1.2 MVA, 10 kV) for the study of radial deformation as a mechanical fault. It was found through this research work that the used methods namely, Wilcoxon signed rank test and Friedman test which are proposed for the first time, can effectively reflect the differences between compared FRA data and diagnose the fault.
机译:频率响应分析(FRA)测试已被认为是可用于检测电力变压器内部电气和机械故障的敏感工具之一。但是,对于这些测试,仍然没有通用的系统解释技术。为了提高FRA的解释能力,许多研究工作采用了不同的统计标准,但事实表明,到目前为止,所使用的方法是基于参数统计的,这些统计需要对FRA的正态性,随机性和统计独立性进行一系列假设。 FRA数据。因此,本文旨在提出一些非参数统计方法,这些方法基于比此类经典参数方法明显弱的假设。拟议的统计方法应用于从两个测试对象获得的实验FRA测量:一个三相,两个绕组配电变压器(35 / 0.4 kV,100 kVA),以研究绕组匝间故障作为电气故障,以及两个绕组变压器(1.2 MVA,10 kV)用于研究作为机械故障的径向变形。通过这项研究工作发现,首次提出的使用方法,即Wilcoxon符号秩检验和Friedman检验,可以有效反映比较的FRA数据之间的差异并诊断故障。

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