Abstract

To effectively de-noise the Gaussian white noise and periodic narrow-band interference in the background noise of partial discharge ultra-high frequency (PD UHF) signals in field tests, a novel de-noising method, based on a single-channel blind source separation algorithm, is proposed. Compared with traditional methods, the proposed method can effectively de-noise the noise interference, and the distortion of the de-noising PD signal is smaller. Firstly, the PD UHF signal is time-frequency analyzed by S-transform to obtain the number of source signals. Then, the single-channel detected PD signal is converted into multi-channel signals by singular value decomposition (SVD), and background noise is separated from multi-channel PD UHF signals by the joint approximate diagonalization of eigen-matrix method. At last, the source PD signal is estimated and recovered by the l1-norm minimization method. The proposed de-noising method was applied on the simulation test and field test detected signals, and the de-noising performance of the different methods was compared. The simulation and field test results demonstrate the effectiveness and correctness of the proposed method.

Highlights

  • Partial discharge (PD), which is caused by insulation defects, can be utilized to evaluate the insulation state of high voltage devices [1,2,3]

  • This paper proposed a novel partial discharge ultra-high frequency (PD ultra-high frequency (UHF)) de-noising method based on a single-channel blind source separation algorithm (BSS), which can effectively suppress the background noise interference of PD

  • This paper proposed a novel PD UHF signal de-noising method, based on a single-channel

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Summary

A Novel Partial Discharge Ultra-High Frequency

Signal De-Noising Method Based on a Single-Channel Blind Source Separation Algorithm. Liangliang Wei 1,2 ID , Yushun Liu 3 ID , Dengfeng Cheng 3 , Pengfei Li 4, *, Zhifeng Shi 5 , Nan Huang 5 , Hongtao Ai 5 and Tianan Zhu 5. Received: 21 January 2018; Accepted: 24 February 2018; Published: 27 February 2018

Introduction
BSS Mathematical Model
Number Estimation of Source Signals
Multi-Channel Detected Signal Recombination
PD Signal Recovery After De-Noising
Simulation Test Signals
De-Noising Results and Discussion
Method Method
De-noised
Evaluation Index
Field Test for De-Noising
Conclusions
Full Text
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