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Moho Modeling Using FFT Technique

Pure and Applied Geophysics, 2017
To improve the numerical efficiency, the Fast Fourier Transform (FFT) technique was facilitated in Parker–Oldenburg’s method for a regional gravimetric Moho recovery, which assumes the Earth’s planar approximation. In this study, we extend this definition for global applications while assuming a spherical approximation of the Earth.
Wenjin Chen, Robert Tenzer
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MOHO DEPTHS VERSUS GRAVITY ANOMALIES

Survey Review, 1999
AbstractIsostatic gravity anomalies are the best suited anomalies for different geodetic applications, such as the interpolation and the geoid determination. Different isostatic hypothesis are discussed and used to compute the depths of the Mohorovic˘ie discontinuity (Moho depths).
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The Moho in subduction zones

Tectonophysics, 2013
Abstract The Moho in subduction zones exists in two distinct forms, one associated with the subducting oceanic plate and second with the overriding plate. The seismic expression of both forms is linked to the nature of a landward dipping, low-velocity zone (LVZ) that has been detected in a majority of subduction zones about the globe and that ...
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