Szczegóły

Tytuł artykułu

Fast Second Order Original Prony’s Method for Embedded Measuring Systems

Tytuł czasopisma

Metrology and Measurement Systems

Rocznik

2017

Numer

No 4

Autorzy publikacji

Wydział PAN

Nauki Techniczne

Wydawca

Polish Academy of Sciences Committee on Metrology and Scientific Instrumentation

Data

2017

Identyfikator

ISSN 0860-8229

Referencje

Wen (2011), Simple Interpolated FFT Algorithm Based on Minimize Sidelobe Windows for Harmonic, Power Analysis IEEE Trans Power Electronics, 26, 2570. ; Zahlay (2012), s methodology based adaptive autoreclosure scheme for electric transmission systems, IEEE Trans Power, 15, 575. ; Duda (2011), DFT based Estimation of Damped Oscillation s Parameters in Low - frequency Mechanical Spectroscopy, IEEE Trans, 60, 1. ; Zygarlicki (2010), reduced Prony s method in power quality analysis - parameters selection on, IEEE Transactions Power Delivery, 17, 979. ; Zygarlicki (2012), Variable - frequency Prony method in the analysis of electrical power quality, Meas Syst, 18, 39. ; Kumaresan (1991), FIR prefiltering improves method, IEEE Trans Signal Processing, 26, 736. ; Yu (2010), Full - and Half - Cycle DFT - based Technique for Fault Current Filtering International Conference on Industrial Technology del Mar Chile, IEEE, 14. ; Tawfik (2006), Fault Location on Loop Systems Using the Prony Algorithm and, Electric Power Components Systems, 14, 433. ; Zygarlicki (2014), s method with reduced sampling - numerical aspects, Meas Syst, 16, 521. ; Zygarlicki (2012), method used for testing harmonics and interharmonics of electric power signals, Meas Syst, 19, 659. ; May (2017), http www ti com lit ds slas slas pdf, null, 25, 735. ; Peng (2009), Adaptive sampling scheme for monitoring oscillations using Prony analysis Generation Transmission Distribution, IET, 12, 3. ; Borkowski (2002), analysis of the method on and, IEEE Transactions Instrumentation Measurement, 51, 67. ; Borkowski (2014), Influence of quantization in an interpolated DFT based system of power control with a small delay, Meas Syst, 21, 423. ; May (2017), http www ti com lit ds symlink tms pdf, null, 24, 320. ; Wu (2010), of the Exponential Signal by the Interpolated DFT Algorithm, Analysis IEEE Trans, 59, 12. ; Tawfik (2005), On the use of Prony method to locate faults in loop systems by utilizing modal parameters of fault current, IEEE Trans Power, 13, 532. ; Marple (1987), Digital Spectral Cliffs, Analysis, 21. ; Duda (2011), DFT interpolation algorithm for and windows, IEEE Trans, 784. ; Delfino (2012), Series Representation for the Lightning Channel Base Current Electromagnetic Compatibility, IEEE Trans, 11, 308. ; Zygarlicki (2008), s method in power quality analysis th Scientific Electric Republic, Proc Int Conf Power Engineering, 20, 115.

DOI

10.1515/mms-2017-0058

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