Load Losses and Short-Circuit Resistances of Distribution Transformers According to IEEE Standard C57.110
Vicente León-Martínez,
Elisa Peñalvo-López,
Clara Andrada-Monrós
et al.
Abstract:Load losses determine transformers’ efficiency and life, which are limited by overheating and deterioration of their elements. Since these losses can be characterized by short-circuit resistances, in this article, we have developed expressions for the short-circuit resistances of three-phase transformers according to IEEE Standard C57.110. Imposing the condition that these resistances must cause load losses of the transformer, two types of short-circuit resistance have been established: (1) the effective resis… Show more
“…To avoid the errors that R ccN usually introduces in the calculation of load losses of three-phase transformers, two types of short-circuit resistances were developed in [45,46], based on the expressions of the load losses included in the IEEE Standard C57.110-2018 [6,7], which have been included in Section 1.1. These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article.…”
Section: Introductionmentioning
confidence: 99%
“…To avoid the errors that R ccN usually introduces in the calculation of load losses of three-phase transformers, two types of short-circuit resistances were developed in [45,46], based on the expressions of the load losses included in the IEEE Standard C57.110-2018 [6,7], which have been included in Section 1.1. These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article. However, the short-circuit resistance of L. Sima et al is inappropriate, since its application determines values of the load losses that are different in each transformer's phases than those obtained from the IEEE Standard C57.110-2018, as was verified in reference [46]; therefore, L. Sima et al's short-circuit resistance is not the object of study of this work.…”
Section: Introductionmentioning
confidence: 99%
“…These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article. However, the short-circuit resistance of L. Sima et al is inappropriate, since its application determines values of the load losses that are different in each transformer's phases than those obtained from the IEEE Standard C57.110-2018, as was verified in reference [46]; therefore, L. Sima et al's short-circuit resistance is not the object of study of this work.…”
Section: Introductionmentioning
confidence: 99%
“…To avoid the drawbacks of the short-circuit resistance of L. Sima et al and to correctly characterize the load losses of each phase of three-phase transformers according to IEEE Standard C57.110-2018, reference [46] developed the effective short-circuit resistances of each phase of the transformer (R cc,z ), as follows:…”
Short-circuit resistances are transformer parameters that characterize the electrical load losses and correct operation of these machines. However, the traditional concept of short-circuit resistance, independent of the harmonic frequencies, has been superseded by present transformer standards. Hence, new expressions for short-circuit resistances of three-phase transformers have been developed in this article based on the IEEE Standard C57.110-2018 and are presented jointly with the losses that these resistances characterize. These refer to the secondary effective short-circuit resistance of each phase (Rcc,z), of each harmonic (Rcc,h), and the non-fundamental frequency combined harmonics (Rcc,Hz). Likewise, the harmonic loss factor (HLFz%) has been established to determine the importance of the harmonics in each phase’s load losses. The application of these short-circuit resistances to the calculation of the load losses for a 630 kVA transformer from an actual residential distribution network has shown that the same values are obtained as with the IEEE Standard C57.110-2018, and they are 48.75% higher than those recorded with the traditional short-circuit resistances when the current distortion rates are 36.47%.
“…To avoid the errors that R ccN usually introduces in the calculation of load losses of three-phase transformers, two types of short-circuit resistances were developed in [45,46], based on the expressions of the load losses included in the IEEE Standard C57.110-2018 [6,7], which have been included in Section 1.1. These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article.…”
Section: Introductionmentioning
confidence: 99%
“…To avoid the errors that R ccN usually introduces in the calculation of load losses of three-phase transformers, two types of short-circuit resistances were developed in [45,46], based on the expressions of the load losses included in the IEEE Standard C57.110-2018 [6,7], which have been included in Section 1.1. These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article. However, the short-circuit resistance of L. Sima et al is inappropriate, since its application determines values of the load losses that are different in each transformer's phases than those obtained from the IEEE Standard C57.110-2018, as was verified in reference [46]; therefore, L. Sima et al's short-circuit resistance is not the object of study of this work.…”
Section: Introductionmentioning
confidence: 99%
“…These are the short-circuit resistances of L. Sima et al (R k ) [45] and the effective short-circuit resistances of each phase (R cc,z ) [46], and their expressions are indicated in Section 1.2 of this article. However, the short-circuit resistance of L. Sima et al is inappropriate, since its application determines values of the load losses that are different in each transformer's phases than those obtained from the IEEE Standard C57.110-2018, as was verified in reference [46]; therefore, L. Sima et al's short-circuit resistance is not the object of study of this work.…”
Section: Introductionmentioning
confidence: 99%
“…To avoid the drawbacks of the short-circuit resistance of L. Sima et al and to correctly characterize the load losses of each phase of three-phase transformers according to IEEE Standard C57.110-2018, reference [46] developed the effective short-circuit resistances of each phase of the transformer (R cc,z ), as follows:…”
Short-circuit resistances are transformer parameters that characterize the electrical load losses and correct operation of these machines. However, the traditional concept of short-circuit resistance, independent of the harmonic frequencies, has been superseded by present transformer standards. Hence, new expressions for short-circuit resistances of three-phase transformers have been developed in this article based on the IEEE Standard C57.110-2018 and are presented jointly with the losses that these resistances characterize. These refer to the secondary effective short-circuit resistance of each phase (Rcc,z), of each harmonic (Rcc,h), and the non-fundamental frequency combined harmonics (Rcc,Hz). Likewise, the harmonic loss factor (HLFz%) has been established to determine the importance of the harmonics in each phase’s load losses. The application of these short-circuit resistances to the calculation of the load losses for a 630 kVA transformer from an actual residential distribution network has shown that the same values are obtained as with the IEEE Standard C57.110-2018, and they are 48.75% higher than those recorded with the traditional short-circuit resistances when the current distortion rates are 36.47%.
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