Numerical Solution of Elastoplastic Torsion of a Shaft of Rotational Symmetry

Publisher Website
Google Scholar
Abstract
Using relaxation methods, an approximate numerical solution is found of the stress distribution in a shaft of rotational symmetry, which is subjected to a torque of sufficient magnitude to cause portions of the material to yield. It is assumed that the material of which the shaft is composed is isotropic and yields according to the condition of von Mises. The particular problem investigated is a shaft with a collar; results are presented showing the elastoplastic boundary, and the stress distribution, for two different amounts of plastic deformation.

This publication has 0 references indexed in Scilit: