TY - JOUR
T1 - The solution of Cagniard's problem for an SH line source in elastic and anelastic media, calculated using ω - k integrals
AU - Abramovici, F.
AU - Le, L. H.T.
AU - Kanasewich, E. R.
PY - 1990
Y1 - 1990
N2 - Computations have been performed using an improper ω - k double integral representing the response to an SH pulse generated by a line source, acting in a model consisting of 2 homogeneous isotropic elastic or linear viscoelastic half-spaces separated by a plane boundary. The advantage of this method is its universality: complete seismograms for relevant time and frequency windows are produced by the program. The calculated synthetic seismograms are accurate enough even for a small number of frequencies and compare well with exact results for elastic models obtained using Cagniard's method. For the simple models of 2 anelastic or 1 elastic and 1 anelastic half-space in welded contact considered here, all the arrivals that are predicted by elasticity theory, including the incident, reflected, head, transmitted, and evanescent waves, are present. -from Authors
AB - Computations have been performed using an improper ω - k double integral representing the response to an SH pulse generated by a line source, acting in a model consisting of 2 homogeneous isotropic elastic or linear viscoelastic half-spaces separated by a plane boundary. The advantage of this method is its universality: complete seismograms for relevant time and frequency windows are produced by the program. The calculated synthetic seismograms are accurate enough even for a small number of frequencies and compare well with exact results for elastic models obtained using Cagniard's method. For the simple models of 2 anelastic or 1 elastic and 1 anelastic half-space in welded contact considered here, all the arrivals that are predicted by elasticity theory, including the incident, reflected, head, transmitted, and evanescent waves, are present. -from Authors
UR - http://www.scopus.com/inward/record.url?scp=0025645232&partnerID=8YFLogxK
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AN - SCOPUS:0025645232
SN - 0037-1106
VL - 80
SP - 1297
EP - 1310
JO - Bulletin of the Seismological Society of America
JF - Bulletin of the Seismological Society of America
IS - 5
ER -