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Daniel Belega
Daniel Belega
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Zitiert von
Zitiert von
Jahr
Accuracy analysis of the multicycle synchrophasor estimator provided by the interpolated DFT algorithm
D Belega, D Petri
IEEE Transactions on Instrumentation and Measurement 62 (5), 942-953, 2013
1942013
Multifrequency signal analysis by interpolated DFT method with maximum sidelobe decay windows
D Belega, D Dallet
Measurement 42 (3), 420-426, 2009
1792009
Frequency estimation via weighted multipoint interpolated DFT
D Belega, D Dallet
IET Science, Measurement & Technology 2 (1), 1-8, 2008
1342008
Accuracy of sine wave frequency estimation by multipoint interpolated DFT approach
D Belega, D Dallet, D Petri
IEEE Transactions on Instrumentation and Measurement 59 (11), 2808-2815, 2010
1162010
Dynamic phasor and frequency measurements by an improved Taylor weighted least squares algorithm
D Belega, D Fontanelli, D Petri
IEEE Transactions on Instrumentation and Measurement 64 (8), 2165-2178, 2015
1042015
Fast synchrophasor estimation by means of frequency-domain and time-domain algorithms
D Belega, D Macii, D Petri
IEEE Transactions on Instrumentation and Measurement 63 (2), 388-401, 2013
962013
Frequency estimation by two-or three-point interpolated Fourier algorithms based on cosine windows
D Belega, D Petri
Signal Processing 117, 115-125, 2015
722015
Low-complexity least-squares dynamic synchrophasor estimation based on the discrete Fourier transform
D Belega, D Fontanelli, D Petri
IEEE Transactions on instrumentation and Measurement 64 (12), 3284-3296, 2015
602015
Performance of synchrophasor estimators in transient conditions: A comparative analysis
G Barchi, D Macii, D Belega, D Petri
IEEE Transactions on Instrumentation and Measurement 62 (9), 2410-2418, 2013
572013
Frequency estimation of a sinusoidal signal via a three-point interpolated DFT method with high image component interference rejection capability
D Belega, D Petri, D Dallet
Digital Signal Processing 24, 162-169, 2014
562014
Statistical description of the sine-wave frequency estimator provided by the interpolated DFT method
D Belega, D Dallet, D Petri
Measurement 45 (1), 109-117, 2012
492012
Accurate amplitude estimation of harmonic components of incoherently sampled signals in the frequency domain
D Belega, D Dallet, D Slepicka
IEEE Transactions on Instrumentation and Measurement 59 (5), 1158-1166, 2010
482010
Sine-wave parameter estimation by interpolated DFT method based on new cosine windows with high interference rejection capability
D Belega, D Petri
Digital Signal Processing 33, 60-70, 2014
462014
Amplitude estimation by a multipoint interpolated DFT approach
D Belega, D Dallet
IEEE Transactions on Instrumentation and Measurement 58 (5), 1316-1323, 2009
392009
Effect of noise and harmonics on sine-wave frequency estimation by interpolated DFT algorithms based on few observed cycles
D Belega, D Petri
Signal Processing 140, 207-218, 2017
372017
Choice of the cosine-class windows for ADC dynamic testing by spectral analysis
D Belega, M Ciugudean, D Stoiciu
Measurement 40 (4), 361-371, 2007
342007
Accuracy of the normalized frequency estimation of a discrete-time sine-wave by the energy-based method
D Belega, D Dallet, D Petri
IEEE Transactions on Instrumentation and Measurement 61 (1), 111-121, 2011
332011
Fast procedures for accurate parameter estimation of sine-waves affected by noise and harmonic distortion
D Belega, D Petri
Digital Signal Processing 114, 103035, 2021
312021
A high-performance procedure for effective number of bits estimation in analog-to-digital converters
D Belega, D Dallet, D Petri
IEEE Transactions on Instrumentation and Measurement 60 (5), 1522-1532, 2010
282010
Amplitude and phase estimation of real-valued sine wave via frequency-domain linear least-squares algorithms
D Belega, D Petri, D Dallet
IEEE Transactions on Instrumentation And Measurement 67 (5), 1065-1077, 2018
272018
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