2006
DOI: 10.1049/ip-gtd:20045157
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Fault detection, classification and faulted phase selection approach based on high-frequency voltage signals applied to a series-compensated line

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Cited by 33 publications
(12 citation statements)
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“…Several papers have been used a similar energy of (6) for fault and power quality disturbance analysis for either realtime or off-line applications by using DWT or MODWT [17], [20], [29]- [31]. In [19] was proposed the energyĖ ≈ E wb of MODWT for HIF detection by using three wavelet decomposi-tion, whereas this paper proposes the energy E w = E wa + E wb for this purpose by using only the first scale because E wa provides additional information for HIF detection due to the effects of the border distortions (E wa ).…”
Section: Recursive Wavelet Coefficient Energy Of the Modwtmentioning
confidence: 99%
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“…Several papers have been used a similar energy of (6) for fault and power quality disturbance analysis for either realtime or off-line applications by using DWT or MODWT [17], [20], [29]- [31]. In [19] was proposed the energyĖ ≈ E wb of MODWT for HIF detection by using three wavelet decomposi-tion, whereas this paper proposes the energy E w = E wa + E wb for this purpose by using only the first scale because E wa provides additional information for HIF detection due to the effects of the border distortions (E wa ).…”
Section: Recursive Wavelet Coefficient Energy Of the Modwtmentioning
confidence: 99%
“…With regard to the wavelet transform, much research has been proposed the wavelet coefficients of either the discrete wavelet transform (DWT) or Maximal Overlap DWT (MODWT) for fault and HIF detection [10], [11], [15], [16]. By using a one-cycle sliding window, the wavelet coefficient energy without border distortions has been also proposed for fault and HIF detection [17]- [20]. Most wavelet-based HIF detection approaches are related to complex hybrid methods, need various decomposition levels, and do not refer to the real-time version of the conventional wavelet transform, which can limit some methods for the real-time HIF detection in protective devices.…”
Section: Introductionmentioning
confidence: 99%
“…Some works in the literature use only one of the details or calculate the average power of the coefficients [15]. In constrast, the waveletconcat front end concatenates all the coefficients and organizes them in a matrix Z.…”
Section: Preprocessing and Front Endmentioning
confidence: 99%
“…Similar energy has been used for fault and power-quality disturbance detection in real-time and/or offline analysis by using DWT or MODWT [34], [35], [36], [37]. However, this energy presents some drawbacks, such as time delay in realtime analysis with the choice of the mother wavelet, such as addressed in the remainder of this paper.…”
Section: A Energy Without Border Distortionsmentioning
confidence: 99%