Polynomial chirplet transform
WebJun 27, 2012 · Chirplet transform (CT) is effective in characterization of instantaneous frequency (IF) for monocomponent linear-frequency-modulated signal. However, the CT is … WebJun 23, 2016 · To fulfill such an idea, a nonlinear system parameter identification method is proposed in this paper with the aid of polynomial chirplet transform (PCT), which has …
Polynomial chirplet transform
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WebChirplet transform (CT) has been widely used in time–frequency analysis (TFA) of rotating machinery vibration signals. However, due to the smear effect and time–frequency resolution limitation, CT and most of its improved algorithms cannot achieve sufficient refined time–frequency representation (TFR) for the instantaneous frequency (IF) close … WebThe chirplet transform: physical considerations. Abstract: We consider a multidimensional parameter space formed by inner products of a parameterizable family of chirp functions …
WebJun 23, 2016 · To fulfill such an idea, a nonlinear system parameter identification method is proposed in this paper with the aid of polynomial chirplet transform (PCT), which has been proved a powerful tool for processing nonstationary signals. First, the PCT is used to extract the instantaneous characteristics, i.e., IA and IF, from nonlinear system responses. WebThe polynomials evalu- 5. MULTI-RESOLUTION FAN CHIRP TRANSFORM ated at each f0 are the model used to obtain a normalized gathered log-spectrum ρ2 (f0 ). The fundamental frequency grid ... “The chirplet transform: physical tional Society for Music Information Retrieval Conference , considerations,” IEEE Transactions on Signal ...
WebDec 1, 2024 · The most widely used time-frequency analysis approaches include the short time Fourier transform (STFT), 4,5 the Hilbert-Huang transform, 6,7 the continuous …
WebNov 29, 2024 · In recent years, time-frequency analysis (TFA) methods have received widespread attention and undergone rapid development. However, traditional TFA methods cannot achieve the desired effect when dealing with nonstationary signals. Therefore, this study proposes a new TFA method called the local maximum synchrosqueezing scaling …
WebMar 28, 2011 · In this paper, a new time-frequency analysis method known as the polynomial chirplet transform (PCT) is developed by extending the conventional chirplet transform (CT). By using a polynomial function instead of the linear chirp kernel in the CT, the PCT can produce a time-frequency distribution with excellent concentration for a wide range of … the outfielders bandWebApr 27, 2016 · Polynomial Chirplet Transform With Application to Instantaneous Frequency Estimation (2011) Z. K. Peng et al. IEEE TRANSACTIONS ON INSTRUMENTATION AND MEASUREMENT Data-based Identification of nonlinear restoring force under spatially incomplete excitations with power series polynomial model ... the outfield fanart tvWebPolynomial chirplet transform with application to instantaneous frequency estimation. IEEE Transactions on Measurement and Instrumentation, 60(9), 3222 – 3229., [Web of Science ®] , [Google Scholar]) for sharing their Matlab code, which we used to produce the results shown in Figures 6(b) and 7. the outfield genreWebSep 1, 2011 · The polynomial chirplet transform (PCT) is the modified version of standard CT, and it used a non-linear polynomial kernel to obtain the TFR of non-stationary signals … shum the song with liricsWebMay 1, 2014 · In this paper, a frequency domain polynomial chirplet transform (FPCT) is proposed. It first applies a GD-rotating operator and GD-shifting operator on the spectrum of the signal successively. shums watches sydneyWeblower order polynomial is too smooth to fit accurately, while higher order polynomial approximation suffers from “Runge” phenomenon, which is a problem of oscillation at the edges of an approximation interval. To analyze the signal whose IF trajectory cannot be approximated by a polynomial, we then proposed spline chirplet transform (SCT ... shum surname in chineseWebMar 1, 2016 · Polynomial chirplet transform with application to instantaneous frequency estimation. Instrum. Meas. IEEE Trans., 60 (2011), pp. 3222-3229. View in Scopus Google Scholar [23] Y. Yang, Z.K. Peng, G. Meng, et al. Spline-kernelled chirplet transform for the analysis of signals with time-varying frequency and its application. shums watches and jewellery