Shrink fit of an elastic half-space with a cylindrical cavity

Abstract

This paper deals with the axisymmetric contact problem for an elastic half-space with a cylindrical cavity when mixed boundary conditions are prescribed on the surface of the cavity. The problem is simplified to that of finding the solution of dual integral equations arising from the mixed boundary conditions. The solution is obtained by the series method, and quantities of physical interest are calculated.

Pulling Apart a Press-Fitted Joint

“…Preliminary work on the former used LamÎòs classical solutions for the two-dimensional analysis of annular, linearly elastic cylinders (cf., e.g., [1]ï [3]). This work has been generalized in several directions; nonlinearly elastic bodies were considered by Antman and Shvartsman [4], and Gao and Atluri [5], among others, considered the influence of plastic deformation, and Lee [6], among others, considered an elastic half-space which is shrinkfitted around a cylindrical cavity. The pull-out problem for a body which has been shrunkfitted into another body was recently considered by Urriolagoitia Sosa et al [7].…”