Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study

It is well known that three-phase induction motors have to be derated in the presence of supply voltage unbalance (negative sequence) exceeding a stipulated limit of 1% based on several widely used standards. Generally, voltage unbalance limits are decided based on the magnitude of negati...

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Autores principales: Pathum Sudasinghe, Upuli Jayatunga, Philip Commins, Jeff Moscrop, Sarath Perera
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Lenguaje:EN
Publicado: IEEE 2021
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Acceso en línea:https://doaj.org/article/1603a730fe0a4e3a9c2777ee81b92d9b
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spelling oai:doaj.org-article:1603a730fe0a4e3a9c2777ee81b92d9b2021-11-18T00:07:50ZDependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study2169-353610.1109/ACCESS.2021.3117375https://doaj.org/article/1603a730fe0a4e3a9c2777ee81b92d9b2021-01-01T00:00:00Zhttps://ieeexplore.ieee.org/document/9566304/https://doaj.org/toc/2169-3536It is well known that three-phase induction motors have to be derated in the presence of supply voltage unbalance (negative sequence) exceeding a stipulated limit of 1% based on several widely used standards. Generally, voltage unbalance limits are decided based on the magnitude of negative sequence voltage unbalance factor which is quantified as the ratio of negative sequence voltage to positive sequence voltage. However, a specified voltage unbalance magnitude can arise as a result of numerous possibilities of the three phase supply voltages. Therefore, it is hypothesised that the current derating curve, which defines a derating factor that is dependent on the magnitude of the voltage unbalance, is not optimal and may not be economical and/or safe for some voltage unbalance conditions. To examine the validity of this hypothesis, modelling and experimental validation need to be carried out considering motor losses and temperature rise which are the main factors that help determine the derating factor of an induction motor. Realising these requirements, the emphasis of this study is to examine the dependency of losses, temperature rise and torque oscillations of a three-phase induction motor on the complex nature of voltage unbalance through calorimetric and finite element simulation-based studies. The outcomes are expected to assist in the development of suitable derating factors.Pathum SudasingheUpuli JayatungaPhilip ComminsJeff MoscropSarath PereraIEEEarticleComplex voltage unbalance factordouble chamber calorimeterfinite element simulationstemperature risethree-phase induction motor deratingtorque rippleElectrical engineering. Electronics. Nuclear engineeringTK1-9971ENIEEE Access, Vol 9, Pp 147063-147071 (2021)
institution DOAJ
collection DOAJ
language EN
topic Complex voltage unbalance factor
double chamber calorimeter
finite element simulations
temperature rise
three-phase induction motor derating
torque ripple
Electrical engineering. Electronics. Nuclear engineering
TK1-9971
spellingShingle Complex voltage unbalance factor
double chamber calorimeter
finite element simulations
temperature rise
three-phase induction motor derating
torque ripple
Electrical engineering. Electronics. Nuclear engineering
TK1-9971
Pathum Sudasinghe
Upuli Jayatunga
Philip Commins
Jeff Moscrop
Sarath Perera
Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
description It is well known that three-phase induction motors have to be derated in the presence of supply voltage unbalance (negative sequence) exceeding a stipulated limit of 1% based on several widely used standards. Generally, voltage unbalance limits are decided based on the magnitude of negative sequence voltage unbalance factor which is quantified as the ratio of negative sequence voltage to positive sequence voltage. However, a specified voltage unbalance magnitude can arise as a result of numerous possibilities of the three phase supply voltages. Therefore, it is hypothesised that the current derating curve, which defines a derating factor that is dependent on the magnitude of the voltage unbalance, is not optimal and may not be economical and/or safe for some voltage unbalance conditions. To examine the validity of this hypothesis, modelling and experimental validation need to be carried out considering motor losses and temperature rise which are the main factors that help determine the derating factor of an induction motor. Realising these requirements, the emphasis of this study is to examine the dependency of losses, temperature rise and torque oscillations of a three-phase induction motor on the complex nature of voltage unbalance through calorimetric and finite element simulation-based studies. The outcomes are expected to assist in the development of suitable derating factors.
format article
author Pathum Sudasinghe
Upuli Jayatunga
Philip Commins
Jeff Moscrop
Sarath Perera
author_facet Pathum Sudasinghe
Upuli Jayatunga
Philip Commins
Jeff Moscrop
Sarath Perera
author_sort Pathum Sudasinghe
title Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
title_short Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
title_full Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
title_fullStr Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
title_full_unstemmed Dependancy of Three Phase Induction Motor Derating Aspects on Complex Voltage Unbalance Factor: A Calorimetric and Finite Element Simulation Study
title_sort dependancy of three phase induction motor derating aspects on complex voltage unbalance factor: a calorimetric and finite element simulation study
publisher IEEE
publishDate 2021
url https://doaj.org/article/1603a730fe0a4e3a9c2777ee81b92d9b
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