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- W2885584648 abstract "Abstract Felzer-Brodsky’s scaling equation describes the spatial density distribution of foreshocks and aftershocks with respect to the main shock fault plane. In the contemporary seismological literature the origin of this scaling equation is explained within the framework of a “constant triggering process” across the entire range of distances and/or as being symptomatic of an earthquake cascade triggering. However, because at the time when Felzer-Brodsky’s scaling equation was established the earthquake triggering mechanism was unknown, so the interpretation of the cascade triggering led to many controversies. Within the Omega-Theory the origin of Felzer-Brodsky’s equation is explained as being a natural consequence of the geometric series of faults/wedges predicted by Bath's law. Felzer-Brodsky’s scaling equation is a spatial equivalent to Omori's law; therefore this scaling equation is referred to as a Felzer-Brodsky’s law. The density of fault planes within geometric series such as Omega-configurations corresponds exactly to Felzer-Brodsky’s law. This is not some fundamental law of earthquake occurrence, but (similarly as Omori's law) can be derived from Bath's law. The mechanism of cascade triggering indicates the wave-like nature of seismicity transfer from one fault/wedge to neighboring faults/wedges. These waves are referred to as the strain waves." @default.
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- W2885584648 date "2018-01-01" @default.
- W2885584648 modified "2023-09-27" @default.
- W2885584648 title "Felzer-Brodsky’s Law" @default.
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- W2885584648 doi "https://doi.org/10.1016/b978-0-12-814580-7.00011-3" @default.
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