Safety Evaluation Based on Identification Approaches Related to Time-Variant and Nonlinear Structures 1993
DOI: 10.1007/978-3-322-89467-0_16
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Damage Assessment from the Dynamic Response of Deteriorating Structures

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Cited by 7 publications
(7 citation statements)
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“…Brancaleoni et al (1993) and Feldman and Braun (1995) have tried to use it in damage detection with some limited success. As Wigner-Ville distribution is also Fourier-based, it suffers all the shortcomings of the Fourier analysis.…”
Section: Data-processing Methodsmentioning
confidence: 98%
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“…Brancaleoni et al (1993) and Feldman and Braun (1995) have tried to use it in damage detection with some limited success. As Wigner-Ville distribution is also Fourier-based, it suffers all the shortcomings of the Fourier analysis.…”
Section: Data-processing Methodsmentioning
confidence: 98%
“…Although Prime and Shevitz (1996) and Feldman (1997) used Hilbert transforms to identify some of the nonlinear characteristics through the frequency modulation in a nonlinear structure, the limitations imposed on the data properties render the method of little practical use in both identifying and locating the damage. Among all the Hilbert transform applications, the most relevant one was due to Brancaleoni et al (1993) who has employed a transient load over a damaged bridge. Confronted by the limitations of a straightforward application of the Hilbert transform to arbitrary data (as discussed by Huang et al 1998d), Brancaleoni et al resorted to filtering of the data to separate the data into different modes.…”
Section: Data-processing Methodsmentioning
confidence: 99%
“…There exist dierent time and frequency domain damping estimation techniques, as summarized in references [23] and [24]. A combined time±frequency approach makes possible the use of the Wigner±Ville distribution [25] and Gabor transform [17]. More recently, three dierent techniques based on wavelets have been proposed to estimate damping [26].…”
Section: Damping Estimation Proceduresmentioning
confidence: 99%
“…The ®rst approach is similar to the classical procedure based on the instantaneous signal characteristics of the impulse response function [25,23]. It is well known that the impulse response function for a single mode can be represented in terms of the exponentially decaying envelope At and the instantaneous phase 0t given by…”
Section: Damping Estimation Proceduresmentioning
confidence: 99%
“…if x(t) is applied at point D1, and the responses DX(t) are given by sensors at points D1. A matrix H, indicating the locations (and eventually the sensitivity) of sensors, has to be introduced: y=H•u (3) Matrix H is usually rectangular. Excitation and response are given by:…”
Section: Nonlinear Oscillationsmentioning
confidence: 99%