Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement
There is a growing acceptance of using synchrophasor data collected over large power systems in control centers to enhance the reliability of power system operations. The spatial and temporal nature of power system ambient and disturbance response allows the analysis of large amount of synchrophasor...
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2021
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oai:doaj.org-article:cdba7ef47afd4fdd879046d063c69ada2021-11-10T00:09:25ZReview of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement2687-791010.1109/OAJPE.2021.3090579https://doaj.org/article/cdba7ef47afd4fdd879046d063c69ada2021-01-01T00:00:00Zhttps://ieeexplore.ieee.org/document/9459703/https://doaj.org/toc/2687-7910There is a growing acceptance of using synchrophasor data collected over large power systems in control centers to enhance the reliability of power system operations. The spatial and temporal nature of power system ambient and disturbance response allows the analysis of large amount of synchrophasor data by low-rank methods. This paper provides an overview of several applications of synchrophasor data utilizing the low-rank property. The tools to capitalize on the low-rank property include matrix completion methods, tensor analysis, adaptive filtering, and machine learning. The applications include missing data recovery, bad data correction, and disturbance recognition.Meng WangJoe H. ChowDenis OsipovStavros KonstantinopoulosShuai ZhangEvangelos FarantatosMahendra PatelIEEEarticleSynchrophasor datalow ranknessmatrix completiontensor analysisadaptive filteringDistribution or transmission of electric powerTK3001-3521Production of electric energy or power. Powerplants. Central stationsTK1001-1841ENIEEE Open Access Journal of Power and Energy, Vol 8, Pp 532-542 (2021) |
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DOAJ |
language |
EN |
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Synchrophasor data low rankness matrix completion tensor analysis adaptive filtering Distribution or transmission of electric power TK3001-3521 Production of electric energy or power. Powerplants. Central stations TK1001-1841 |
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Synchrophasor data low rankness matrix completion tensor analysis adaptive filtering Distribution or transmission of electric power TK3001-3521 Production of electric energy or power. Powerplants. Central stations TK1001-1841 Meng Wang Joe H. Chow Denis Osipov Stavros Konstantinopoulos Shuai Zhang Evangelos Farantatos Mahendra Patel Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
description |
There is a growing acceptance of using synchrophasor data collected over large power systems in control centers to enhance the reliability of power system operations. The spatial and temporal nature of power system ambient and disturbance response allows the analysis of large amount of synchrophasor data by low-rank methods. This paper provides an overview of several applications of synchrophasor data utilizing the low-rank property. The tools to capitalize on the low-rank property include matrix completion methods, tensor analysis, adaptive filtering, and machine learning. The applications include missing data recovery, bad data correction, and disturbance recognition. |
format |
article |
author |
Meng Wang Joe H. Chow Denis Osipov Stavros Konstantinopoulos Shuai Zhang Evangelos Farantatos Mahendra Patel |
author_facet |
Meng Wang Joe H. Chow Denis Osipov Stavros Konstantinopoulos Shuai Zhang Evangelos Farantatos Mahendra Patel |
author_sort |
Meng Wang |
title |
Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
title_short |
Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
title_full |
Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
title_fullStr |
Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
title_full_unstemmed |
Review of Low-Rank Data-Driven Methods Applied to Synchrophasor Measurement |
title_sort |
review of low-rank data-driven methods applied to synchrophasor measurement |
publisher |
IEEE |
publishDate |
2021 |
url |
https://doaj.org/article/cdba7ef47afd4fdd879046d063c69ada |
work_keys_str_mv |
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_version_ |
1718440788850900992 |