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Bulletin of the Seismological Society of America; April 1975; v. 65; no. 2; p. 439-459
© 1975 Seismological Society of America
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Shear-wave attenuation along the San Andreas fault zone in central California

WILLIAM H. BAKUN and CHARLES G. BUFE

U.S. GEOLOGICAL SURVEY NATIONAL CENTER FOR EARTHQUAKE RESEARCH, MENLO PARK, CALIFORNIA 94025

Abstract

SH ground-displacement spectra (1 to 12 Hz) for 16 local earthquakes ({Delta} less double equals 18 km, 1.1 less double equals M less double equals 4.6) recorded at a common site situated atop the active trace of the San Andreas fault are used to estimate attenuation characteristics for propagation paths along the fault trace. t* = 0.10–0.13 (corresponding to an equivalent total path Qß = 75–100) is appropriate for events with focal depths of ~ 10 km.

Propagation-path effects, and not processes at the earthquake source, control corner frequencies for small (M lsim 3) earthquakes for these highly attenuating paths. The results obtained here suggest that as a rule of thumb, if the true equivalent total path Q is as low as 4·fc·t, where fc is the estimated corner frequency and t the travel time, the corner frequency estimate is determined by propagation-path effects, not by processes at the earthquake source. In these cases, reliable estimates of source parameters can only be obtained if the appropriate propagation-path corrections are known.

Using Brune's model of shear-wave spectra, source dimensions L = 2r of less than 250 meters and stress drops greater than about Formula bar are estimated for the smaller events (1.1 less double equals M less double equals 2.2), using the equivalent total path Qß obtained here. The seismic moments obtained in this study, together with data for larger central California events (2.4 less double equals ML less double equals 5.1) obtained by Johnson and McEvilly (1974), imply a linear log seismic moment-magnitude relation for 1 < ML < 5


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