We analytically evaluate the gravity anomaly associated with a polyhedral body having an
arbitrary geometrical shape and a polynomial density contrast in both the horizontal and …

During the last 20 years, geophysicists have developed great interest in using gravity
gradient tensor signals to study bodies of anomalous density in the Earth. Deriving exact …

ABSTRACT A new singularity-free analytical formula has been developed for the gravity
field of arbitrary 3D polyhedral mass bodies with horizontally and vertically varying density …

We extend a recent approach for computing the gravity effects of polyhedral bodies with
uniform density by the case of bodies with linearly varying density and by consistently taking …

Prismatic bodies with variable density contrasts are very useful in modeling and inversion of
gravity anomalies for sedimentary basins, in which some simple mathematical functions offer …

The computation of gravitational vector field of variable-density bodies has been attracting
much attention in high precision gravity investigation. In forward and inverse gravity …

An analytical solution is presented for the gravity anomaly produced by a 2D body whose
geometrical shape is arbitrary and where the density contrast is a polynomial function in …

We present a brief review of gravity forward algorithms in Cartesian coordinate system,
including both space-domain and Fourier-domain approaches, after which we introduce a …

The accurate computation of gravitational effects from topographic and atmospheric masses
is one of the core issues in gravity field modeling. Using gravity forward modeling based on …

Variable-density sources have been paid more attention in gravity modeling. We conduct the
computation of gravity gradient tensor of given mass sources with variable density in this …