The Green's function (GF) method, which makes use of GFs, is an important and elegant tool
for solving a given boundary-value problem for the differential equation from a real …

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 …

The Eshelby tensor field is evaluated analytically for polygonal inclusions of arbitrary shape.
The formula contributed in the paper is directly expressed as function of the coordinates …

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 …

In this paper, a three-dimensional model for the estimation of the deflections, load sharing
attributes, and contact conditions will be presented for pairs of meshing teeth in a spur gear …

The paper proposes a generalized shell formulation devised for the triaxial stress analysis of
Through-the-Thickness (TT) confining mechanisms induced by TT Jacketing (TTJ) devices in …

We present a systematic approach to the derivation of complete solutions for three-
dimensional transversely isotropic elastic problems. The class of solutions derived in the …

It is common in mesoscopic systems to find instances where several charges interact among
themselves. These particles are usually confined by an external potential that shapes the …

The classical Cerruti problem of an isotropic homogeneous half-space subject to a
concentrated load tangential to its surface is extended to cope with linear distributions of …

We derive the analytical expression of the Eshelby tensor field for inclusions of arbitrary
polyhedral shape. The formula contributed in the paper is directly expressed as function of …