2002
DOI: 10.1006/dspr.2002.0458
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Time–Frequency Analysis of a Variable Stiffness Model for Fault Development

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Cited by 7 publications
(3 citation statements)
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“…If the instantaneous “resonant” angular frequencies are not constant, then the normalized squared “natural” angular frequency and the universal damping ratio associated to each of the vibrational modes are time-varying and can be estimated as follows [40] , [70] : where If the system is second-order, by knowing the matrix we can reconstruct (27) from (44), and by having defined we can compute (2) from (27), obtaining an estimation of the stiffness and damping in the time domain, namely: Furthermore, by knowing , and can be readily estimated from (18).…”
Section: Methodsmentioning
confidence: 99%
“…If the instantaneous “resonant” angular frequencies are not constant, then the normalized squared “natural” angular frequency and the universal damping ratio associated to each of the vibrational modes are time-varying and can be estimated as follows [40] , [70] : where If the system is second-order, by knowing the matrix we can reconstruct (27) from (44), and by having defined we can compute (2) from (27), obtaining an estimation of the stiffness and damping in the time domain, namely: Furthermore, by knowing , and can be readily estimated from (18).…”
Section: Methodsmentioning
confidence: 99%
“…In general, the normalized resonant frequency η 2 ( t ) and normalized damping factor Γ( t ) are time-varying and can be estimated as follows [29]: normalΓfalse(tfalse)=σω˙i2ωi;η2false(tfalse)=ωi2+σ2+σω˙iωiσ˙ where σfalse(tfalse)=ddtlnAfalse(tfalse)=A˙false(tfalse)Afalse(tfalse) …”
Section: Methodsmentioning
confidence: 99%
“…Time-frequency analysis is a signal analysis method that transforms time-domain signals into time-frequency images. It describes the spectral components of the signal at different times, so it contains more information [35]. In this paper, the Hilbert transform is used to convert the denoised one-dimensional time-domain signal into a three-dimensional time-frequency image, and the spectrum of typical AE signals in the four stages is selected, as shown in Figure 12.…”
Section: Time-frequency Feature Extraction Of the Ae Signalmentioning
confidence: 99%