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UNIVERSITY OF CALIFORNIA, BERKELEY, CALIFORNIA,
Abstract
By use of the Byerly-Jeffreys travel-time curve for P, and Geiger's method of least-squares adjustment, the epicenter of the Alaskan earthquake of October 24, 1927, was placed at
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and the time of occurrence was placed at 15h 59m 55s ± 2s, G.M.C.T.
A second solution was obtained using Mohorovi
i
's multiple travel-time curves for P. The co-ordinates of the epicenter were the same as those given above, but the time of occurrence was found to be 16h00m, G.M.C.T.
It has been held by some seismologists that anomalous dispersion can be observed in the first preliminary waves; i.e., that shorter periods travel faster than long ones. Investigations of periods were made with a view to testing this hypothesis, with the following results:
The general conclusion is that observation of periods gives no evidence for dispersion in waves of longitudinal type.
It is shown that, if dispersion did exist, the travel time of the beginning would be a continuous function of epicentral distance, and, therefore, Mohorovi
i
's curves are not evidence for dispersion. The observations of the epicentral distances at which P2, P1, and Pn are most frequently recorded first are contrary to dispersion.
In the Alaskan earthquake the distribution of first motion (condensation or rarefaction) is very complicated. Dispersion offers no explanation for this fact, and it is believed that complex movements at the source are responsible for the observed distribution.
Footnotes
1 The study here reported was carried on at the Seismographic Station of the University of California, Berkeley. I wish to express my indebtedness to Professor Perry Byerly for numerous helpful suggestions and criticisms, and for placing at my disposal the data of the Chilean earthquake of November 10, 1922; and to Professor G. D. Louderback for securing the seismograms necessary for this study.
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