2020 IEEE Transportation Electrification Conference &Amp; Expo (ITEC) 2020
DOI: 10.1109/itec48692.2020.9161662
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Thermal Lifetime Evaluation of Electrical Machines Using Neural Network

Abstract: This paper proposes a surrogate approach which utilises an supervised neural network to significantly shorten the time required for thermal qualification of electrical machines' insulation. The proposed approach is based on a feedforward neural network trained with Bayesian Regularization Back-Propagation (BRP) algorithm. The network predicts the winding's insulation resistance trend with respect to its thermal aging time. The predicted insulation resistance is evaluated against experimental measurements and a… Show more

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Cited by 3 publications
(8 citation statements)
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“…Curve Fitting models estimate the points anywhere along the curve, and can be utilized for estimating the lifetime of an insulation system by predicting the IR, followed by the time-to-failure associated with each sample. This section describes three different CF models which have been developed for predicting the lifetime of low voltage enameled wire at thermal exposures of 250 • C, 270 • C and 290 • C, which is then extrapolated under normal stress levels through least mean square method [6], [7]. The details of CF models used to predict the lifetime are described below.…”
Section: B Curve Fitting Modelsmentioning
confidence: 99%
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“…Curve Fitting models estimate the points anywhere along the curve, and can be utilized for estimating the lifetime of an insulation system by predicting the IR, followed by the time-to-failure associated with each sample. This section describes three different CF models which have been developed for predicting the lifetime of low voltage enameled wire at thermal exposures of 250 • C, 270 • C and 290 • C, which is then extrapolated under normal stress levels through least mean square method [6], [7]. The details of CF models used to predict the lifetime are described below.…”
Section: B Curve Fitting Modelsmentioning
confidence: 99%
“…The Logarithmic function fits a curve through a given dataset in the form of (7). For this case, if the coefficient m is negative, the function represents logarithmic decline whereas, if the coefficient m is positive, the function represents a logarithmic growth or increase [14].…”
Section: ) Exponential Cfmentioning
confidence: 99%
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