Abstract

A relation between surface-wave magnitude M s and fault area S for great earthquakes has been proposed log S ⋍ 2M s − 11.5 ( M s > 7.5) A similar formula has been also derived for body-wave magnitude m b ∗ redetermined from maximum amplitudes of short-period P-wavetrains log S ∝ 1.7 m b ∗ These are quite different from a theoretical relation expected on the basis of long-wave approximation. Because wavelengths of seismic waves used for the above magnitudes are very short compared to the size of earthquake sources, these relations represent the short-period nature of the earthquake process. The statistical theory of extreme values has been applied to understand the relations considering that the component waves which constitute the wavetrains for m b ∗ and M s determinations originate from the random fracture of fault heterogeneities.

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