Abstract
We derive Green's functions for axisymmetric body force problems of dissimilar elastic solids. Green's functions are defined as a solution to the problem of a dissimilar elastic solid subjected to axisymmetric body forces acting along a circle. In a previous paper, Green's functions were shown for the case where the body forces were acting in the region z >0. In this paper, Green's functions are shown for the body forces acting in the region z <0, where z=0 denotes the interface of dissimilar solids. An application of Green's functions is shown for the problem of a dissimilar elastic solid with a spherical cavity at the interface, by using the body force method.
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