Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit

With the increase in the use of high-frequency power electronic devices, the harmonics injected into the power grid show a trend of high-frequency development. The continuous rise of the supraharmonic emission level in the distribution network has become one of the power quality problems that needs...

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Main Authors: Yu Ji, Wenxu Yan, Wenyuan Wang
Format: Article
Language:English
Published: MDPI AG 2024-02-01
Series:Information
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Online Access:https://www.mdpi.com/2078-2489/15/3/127
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author Yu Ji
Wenxu Yan
Wenyuan Wang
author_facet Yu Ji
Wenxu Yan
Wenyuan Wang
author_sort Yu Ji
collection DOAJ
description With the increase in the use of high-frequency power electronic devices, the harmonics injected into the power grid show a trend of high-frequency development. The continuous rise of the supraharmonic emission level in the distribution network has become one of the power quality problems that needs to be solved urgently in the power grid. In this paper, an algorithm based on the Interpolation of the Self-convolutional Window All-phase Compressive Sampling Matching Pursuit (ISWApCoSaMP) is proposed. Firstly, the self-convolution operation is used for the maximum sidelobe decay (MSD) window, and then the compressed sampling matching pursuit model based on the All-phase is constructed, leading to the All-phase Compressive Sampling Matching Pursuit (ApCoSaMP). Finally, the four-spectrum-line interpolation is combined to utilize spectrum line information to improve the accuracy of signal parameter detection in the frequency domain. The introduced All-phase greatly improves the phase measurement accuracy because the initial phase of the supraharmonic signal is selected for phase estimation. In addition, the self-convolutional window and four-spectrum-line interpolation make full use of the information in the time and frequency domains, thus optimizing the measurement results of amplitude and frequency. The algorithm achieves high accuracy in the measurement results of simulated signals and accurately measures supraharmonics.
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spelling doaj.art-9e6219a237aa440aac67911a123d8f732024-03-27T13:46:51ZengMDPI AGInformation2078-24892024-02-0115312710.3390/info15030127Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching PursuitYu Ji0Wenxu Yan1Wenyuan Wang2School of Internet of Things Engineering, Jiangnan University, Wuxi 214222, ChinaSchool of Internet of Things Engineering, Jiangnan University, Wuxi 214222, ChinaSchool of Internet of Things Engineering, Jiangnan University, Wuxi 214222, ChinaWith the increase in the use of high-frequency power electronic devices, the harmonics injected into the power grid show a trend of high-frequency development. The continuous rise of the supraharmonic emission level in the distribution network has become one of the power quality problems that needs to be solved urgently in the power grid. In this paper, an algorithm based on the Interpolation of the Self-convolutional Window All-phase Compressive Sampling Matching Pursuit (ISWApCoSaMP) is proposed. Firstly, the self-convolution operation is used for the maximum sidelobe decay (MSD) window, and then the compressed sampling matching pursuit model based on the All-phase is constructed, leading to the All-phase Compressive Sampling Matching Pursuit (ApCoSaMP). Finally, the four-spectrum-line interpolation is combined to utilize spectrum line information to improve the accuracy of signal parameter detection in the frequency domain. The introduced All-phase greatly improves the phase measurement accuracy because the initial phase of the supraharmonic signal is selected for phase estimation. In addition, the self-convolutional window and four-spectrum-line interpolation make full use of the information in the time and frequency domains, thus optimizing the measurement results of amplitude and frequency. The algorithm achieves high accuracy in the measurement results of simulated signals and accurately measures supraharmonics.https://www.mdpi.com/2078-2489/15/3/127All-phase Compressive Sampling Matching Pursuitself-convolutional windowfour-spectrum-line interpolationsupraharmonic accuracy detection
spellingShingle Yu Ji
Wenxu Yan
Wenyuan Wang
Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
Information
All-phase Compressive Sampling Matching Pursuit
self-convolutional window
four-spectrum-line interpolation
supraharmonic accuracy detection
title Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
title_full Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
title_fullStr Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
title_full_unstemmed Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
title_short Supraharmonic Detection Algorithm Based on Interpolation of Self-Convolutional Window All-Phase Compressive Sampling Matching Pursuit
title_sort supraharmonic detection algorithm based on interpolation of self convolutional window all phase compressive sampling matching pursuit
topic All-phase Compressive Sampling Matching Pursuit
self-convolutional window
four-spectrum-line interpolation
supraharmonic accuracy detection
url https://www.mdpi.com/2078-2489/15/3/127
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AT wenxuyan supraharmonicdetectionalgorithmbasedoninterpolationofselfconvolutionalwindowallphasecompressivesamplingmatchingpursuit
AT wenyuanwang supraharmonicdetectionalgorithmbasedoninterpolationofselfconvolutionalwindowallphasecompressivesamplingmatchingpursuit