NOTE ON THE CHANGE IN FREQUENCY OF THE REFLECTION FROM BASEMENT AS THIS REFLECTING HORIZON INCREASES IN DEPTH
Summary—A table is presented showing the variation in frequency of the reflection obtained from “basement” as this horizon increases in depth. The data were derived from seismograms obtained in the San Joaquin Valley, north of Bakersfield, California. The so‐called “basement” reflecting horizon is followed from a depth of about 1300 feet on the east side to a depth of about 4400 feet farther out toward the middle of the Valley. The results indicate that the frequency of the reflection decreases by about 27 per cent while the depth of the reflecting horizon increases approximately 340 per cent. Gutenberg’s equation, [Formula: see text], where T is the period of the wave, D is the total distance travelled, and a is a constant, gives an approximate representation of these observations if [Formula: see text] and a=0.05 when T is expressed in thousandths of a second and D in feet.