2002
DOI: 10.1126/science.1070015
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Coda Wave Interferometry for Estimating Nonlinear Behavior in Seismic Velocity

Abstract: In coda wave interferometry, one records multiply scattered waves at a limited number of receivers to infer changes in the medium over time. With this technique, we have determined the nonlinear dependence of the seismic velocity in granite on temperature and the associated acoustic emissions. This technique can be used in warning mode, to detect the presence of temporal changes in the medium, or in diagnostic mode, where the temporal change in the medium is quantified.

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Cited by 536 publications
(523 citation statements)
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References 28 publications
(22 reference statements)
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“…The comparison of such NCFs from different times is the second step of PII that usually makes use of the high sensitivity of scattered coda waves to changes of subsurface properties (Poupinet et al 1984;Snieder et al 2002). This allows to monitor tiny velocity changes very precisely down to a fraction of 1 per cent, for example 0.2 per cent reported by Poupinet et al (1984), 0.1 per cent by Sens-Schönfelder & Wegler (2006) or 0.05 per cent by Brenguier et al (2008b).…”
Section: Introductionmentioning
confidence: 99%
“…The comparison of such NCFs from different times is the second step of PII that usually makes use of the high sensitivity of scattered coda waves to changes of subsurface properties (Poupinet et al 1984;Snieder et al 2002). This allows to monitor tiny velocity changes very precisely down to a fraction of 1 per cent, for example 0.2 per cent reported by Poupinet et al (1984), 0.1 per cent by Sens-Schönfelder & Wegler (2006) or 0.05 per cent by Brenguier et al (2008b).…”
Section: Introductionmentioning
confidence: 99%
“…As suggested by Poupinet et al (1984), the key to the precise observation of minute changes is the use of the scattered seismic wavefield that forms the coda of seismic records. This concept was extended and termed Coda Wave Interferometry by Snieder et al (2002) and Snieder (2006). Coda waves are highly sensitive to changes of subsurface properties because they accumulate the effect of medium changes during their extended propagation time.…”
mentioning
confidence: 99%
“…Because they travel very long paths, scattered waves are much more sensitive to weak variations of medium properties than direct waves. This idea has led to the to seismic "doublet" technique [1], and has recently undergone a vigorous revival under the name Coda Wave Interferometry [15]. This idea was also investigated in optics and in acoustics where it has led to the so-called Diffuse (Acoustic) Waves Spectroscopy technique [16,17].…”
mentioning
confidence: 99%