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L. Satish

Researcher at Indian Institute of Science

Publications -  23
Citations -  1491

L. Satish is an academic researcher from Indian Institute of Science. The author has contributed to research in topics: Wavelet transform & Equivalent circuit. The author has an hindex of 20, co-authored 20 publications receiving 1376 citations. Previous affiliations of L. Satish include ETH Zurich.

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Wavelet-based denoising of partial discharge signals buried in excessive noise and interference

TL;DR: A novel, semi-automatic, and empirical wavelet-based method is proposed to recover PD pulses buried in excessive noise/interference comprising of random, discrete spectral, pulsive, and any combination of these interferences occurring simultaneously and overlapping-in-time with the PD pulses.
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Can fractal features be used for recognizing 3-d partial discharge patterns

TL;DR: Preliminary results of a study are reported, wherein the 3-d PD pattern surface was considered to be a fractal, and the computed fractal features were analyzed and found to possess fairly reasonable pattern discriminating abilities.
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Wavelet analysis for classification of multi-source PD patterns

TL;DR: Multi-resolution signal decomposition technique of wavelet transforms has interesting properties of capturing the embedded horizontal, vertical and diagonal variations within an image in a separable form, and this feature was exploited to identify individual partial discharge sources present in multi-source PD patterns.
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Short-time Fourier and wavelet transforms for fault detection in power transformers during impulse tests

TL;DR: In this paper, a novel approach using the short-time Fourier transform and wavelet transform (time-frequency analysis tools) for fault detection during impulse testing of power transformers is described.
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Multiresolution signal decomposition: a new tool for fault detection in power transformers during impulse tests

TL;DR: In this paper, the authors proposed a new and powerful method capable of detecting minor incipient faults in power transformers based on dyadic-orthonormal wavelet transform analysis, which decomposes a given faulty neutral current response into other signals which represent a smoothed and detailed version of the original.