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Experimental data-based transient-stationary current model for inter-turn fault diagnostics in a transformer

机译:基于实验数据的暂态平稳电流模型,用于变压器匝间故障诊断

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Inrush current has been well-studied in transformers using different methods to diagnose internal faults. In this paper, a new methodology is proposed using experimental data for obtaining a time-model based on inrush currents. The main contribution of this paper consists of providing a model that accurately reproduces the inrush and steady state currents of single-phase transformers, offering the unique ability to analyze several severity levels of turn to turn faults. The obtained model considers eleven cases of inter-turn fault (2, 3, 4, 5, 10, 15, 20, 25, 30, 35, and 40 short-circuited turns) and allows the study of indices to detect inter-turn faults. The proposed model is based on two functions: a steady-state function based on Fourier series and a residual transient function based on a sum of Gaussian functions. The model allows the study of harmonic content because of its direct time-frequency representation. The model is developed using experimental signals measured from a single-phase transformer, which is validated by means of error criteria that assesses experimental and modeled signals. Its capability to reproduce non modeled signals with different inter-turn fault cases is also evaluated. The modeling of these signals can be a useful tool for simulation-based applications where a reliable waveform reproduction is needed. On the other hand, indices such as total harmonic distortion, energy spectral density and second harmonic ratio are obtained from the proposed model to study its behavior, depending on the severity of the inter-turn faults. Results demonstrate its usefulness to characterize the level of fault severity. (C) 2017 Elsevier B.V. All rights reserved.
机译:已经使用各种方法对变压器的涌流进行了深入研究,以诊断内部故障。在本文中,提出了一种新的方法,利用实验数据来获得基于涌入电流的时间模型。本文的主要贡献包括提供一个模型,该模型可以准确地再现单相变压器的浪涌电流和稳态电流,并具有分析匝间故障几种严重程度的独特能力。所获得的模型考虑了11种匝间故障(2、3、4、5、10、15、20、25、30、35和40短路匝),并允许研究检测匝间故障的指标故障。所提出的模型基于两个函数:基于傅立叶级数的稳态函数和基于高斯函数之和的残余瞬态函数。该模型由于可以直接表示时频,因此可以研究谐波含量。该模型是使用从单相变压器测得的实验信号开发的,并通过评估实验和建模信号的误差标准对其进行了验证。还评估了其具有不同匝间故障情况的非建模信号的再现能力。对于需要可靠的波形再现的基于仿真的应用,这些信号的建模可能是有用的工具。另一方面,根据匝间故障的严重程度,从所提出的模型中获得诸如总谐波失真,能谱密度和二次谐波比率之类的指标,以研究其行为。结果表明,该方法可用于表征故障严重性级别。 (C)2017 Elsevier B.V.保留所有权利。

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