Application of normalized functions for analytical continuation of three-dimensional gravity anomalies
Автор: Shihov S.A., Kazantsev V.A., Kostitsyn V.I.
Журнал: Вестник Пермского университета. Геология @geology-vestnik-psu
Рубрика: Геофизика, геофизические методы поисков полезных ископаемых
Статья в выпуске: 1 (9), 2010 года.
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The article deals with application of normalized functions for analytical continuation of three-dimensional gravity anomalies on the basis of equivalent substitution of anomalous gravity field with a sum of two components: gravity field of homogeneous sphere and its unhomogeneous analog. It is shown that coefficient of inhomogeneity remains constant at the levels of analytical continuation normalized functions determined. This feature allows calculating analytical continued gravity anomalies.
Three-dimensional gravity anomalies, analytical continuation, homogeneous sphere, inhomogeneous counterpart, equivalent substitution, normalization
Короткий адрес: https://sciup.org/147200745
IDR: 147200745
