近似贝叶斯计算作为局部放电分析的新工具

K. Hencken, Elsi-Mari Borrelli, D. Ceccarelli, A. Krivda
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引用次数: 0

摘要

局部放电是电气设备内部的短暂故障。由于它们表明绝缘强度的弱点,它们被视为系统故障的重要前兆。因此,测量和分析放电的时间和强度的实例模式是分析电气设备绝缘状况的重要工具,过去已经用不同的方法解决了这一问题。在这项工作中,我们探索了如何将基于物理的随机过程与近似贝叶斯计算(ABC)相结合,作为分析它们的新方法。ABC是一种推断模型参数概率分布的方法,在可能性难以处理的情况下,但可以很容易地进行模拟。因此,在预测应用中经常发现的复杂现象或测量系统是有意义的。特别是ABC-SMC方法在这里被发现是有用的。实际局部放电测量数据不仅用于参数估计,还用于模型比较,以比较文献中提出的不同物理模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Approximate Bayesian Computation as a New Tool for Partial Discharge Analysis of Partial Discharge Data
Partial Discharges are short breakdowns inside electrical equipment. As they indicate weaknesses of the insulation strength, they are seen as important precursors to a failure of the system. Therefore measurement and analysis of the patterns of instances in time and strength of the discharge are an important tool to analyze the insulation status of electric equipment, that has been addressed already using different methods in the past. In this work we explore how a physics-based stochastic process can be combined with Approximate Bayesian Computation (ABC) as a new way to analyze them. ABC is a method to infer probability distributions of model parameters in cases, where the likelihood is not tractable, but simulations can be done easily. As such it is of interest for complex phenomena or measurement systems, as often found in prognostics applications. Especially the ABC-SMC method was found to be useful here. Real Partial Discharge measurement data was used not only for parameter estimation, but also to do model comparison in order to compare different physical models proposed in the literature.
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