Seismic-wave attenuation operators for arbitrary Q
Author:
Publisher
Oxford University Press (OUP)
Subject
Geochemistry and Petrology,Geophysics
Link
http://academic.oup.com/gji/article-pdf/106/3/703/2047890/106-3-703.pdf
Reference12 articles.
1. Dispersion of seismic waves by a causal approach;Beltzer;Pure appl. Geophys.,1988
2. Time-domain apparent-attenuation operators for compressional and shear waves: Experiment versus single-scattering theory;Dubendorff;J. geophys. Res.,1986
3. Minimum phase for continuous time and discrete time functions;Eisner;Geophys. Prosp.,1984
4. Anelastic degradation of acoustic pulses in rock;Gladwin;Phys. Earth planet. Inter.,1974
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1. Generalized minimum-phase relations for memory functions associated with wave phenomena;Geophysical Journal International;2013-09-13
2. Estimates of seismic attenuation using vibrational resonance and pulse transmission in four large blocks of rock;Geophysical Journal International;1996-07
3. Attenuation operators and complex wave velocities for scattering in random media;Pure and Applied Geophysics PAGEOPH;1996
4. A pulse in a binary sediment;Geophysical Journal International;1994-07
5. Seismic waves in random media;Journal of Applied Geophysics;1993-04
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