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Surface Green’s functions in finite plane elastostatics of harmonic materials
Arch. Mech. 70 (2), 151-159, 2018
Keywords: harmonic material; surface Green’s function; concentrated force; complex variable formulation
Abstract
The closed-form representations of surface Green’s functions corresponding to the action of a concentrated force applied at the boundary of a region occupied by a particular class of compressible hyperelastic materials of harmonic type, has been derived. In our analysis, we consider both a bounded region in the form of a circular disk and an unbounded region with either an elliptical hole or a parabolic boundary.