Until now, the prismatic mass approximation of the topography and the constant density
assumption have been mostly utilized in topographic reductions, which are rough …

Based on a brief review of forward algorithms for the computation of topographic
gravitational and magnetic effects, including spatial, spectral and hybrid-domain algorithms …

The generally shaped polyhedron is a widely used model in gravity field modelling and
interpretation. Its induced gravity signal–gravitational potential and its derivatives up to …

In this study, we present a new method to compute the gravity field and gravity gradient
tensor caused by tesseroid mass bodies in the spherical coordinate system. Using this new …

We present an accurate method for the calculation of gravitational potential (GP), vector
(GV), and gradient tensor (GGT) of a tesseroid, considering a density model in the form of a …

We present 2D and 3D Fourier-domain modeling of gravity effects, including the gravity
potential and its first-and second-order derivatives, generated by an arbitrary polyhedron …

We present general closed-form solutions for the vertical gravitational anomaly caused by a
polyhedral prism with mass density contrast varying with depth. Our equations are the first …

We propose a new modified Parker's method for efficient gravitational forward modeling and
inversion using general polyhedral models. We have made several important modifications …

Exact computation of the gravitational field and gravitational gradient tensor for a general
mass body is a core routine to model the density structure of the Earth. In this study, we …

This paper presents an improved algorithm for the 2D and 3D Fourier forward modeling of
gravity fields caused by polyhedral bodies with constant and exponential density …