2018
DOI: 10.1002/jnm.2477
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Time‐frequency analysis and classification of power signals using adaptive cuckoo search algorithm

Abstract: A new approach to Hilbert energy spectrum and pattern recognition of nonstationary power signals is presented in this paper. In the proposed work, visual localization, detection, and classification of nonstationary power signals are achieved using Hilbert transform (HT)-based adaptive local iterative filter (ALIF). The HT is applied on all the intrinsic mode functions that are obtained from both empirical mode decomposition (EMD) and ALIF to extract instantaneous amplitude and frequency components. The instant… Show more

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Cited by 2 publications
(2 citation statements)
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“…In 2018, Hosseinalizadeh et al [33] proposed a hybrid CS and applied it to the improvement of steam turbine speed regulation and excitation system identification procedures. In 2018, Biswal et al [34] proposed an adaptive CS algorithm and applied the improved algorithm to time-frequency analysis and classification of power signals.…”
Section: Many Scholars Have Conducted In-depth Research On Cs Andmentioning
confidence: 99%
“…In 2018, Hosseinalizadeh et al [33] proposed a hybrid CS and applied it to the improvement of steam turbine speed regulation and excitation system identification procedures. In 2018, Biswal et al [34] proposed an adaptive CS algorithm and applied the improved algorithm to time-frequency analysis and classification of power signals.…”
Section: Many Scholars Have Conducted In-depth Research On Cs Andmentioning
confidence: 99%
“…feature extraction, feature selection, classification) have been listed and compared amongst each other. There are two types of approaches found in the literature; one is time-domain based techniques like sliding window, dV/dt, root mean square value (Axelberg et al, 2007; Styvaktakis et al, 2002), higher order statistics (Perez et al, 2011), envelope analysis, Kalman filter (Khoa and Tung, 2018; Xi et al, 2018) and so forth; another type is frequency domain based techniques like fast Fourier transform, wavelet transform (WT) (Jeevitha et al, 2018), Hilbert transform (Biswal et al, 2018; Sahani and Dash, 2018), Goertzel algorithm (Najafi et al, 2018) and so forth.…”
Section: Introductionmentioning
confidence: 99%