Effects of finite chain extensibility on the stress fields near the tip of a mode III crack Journal Article uri icon

Overview

abstract

  • ; We carried out a detailed analysis of the asymptotic stress and deformation fields at the tip of a mode III crack in a hyperelastic solid described by Gent's model. This model accounts for finite chain extensibility so that the deformation everywhere in the solid, including the crack tip, is bounded. We also present an exact solution for the ‘small-scale yielding’ problem where the region of large deformation is small compared with specimen dimensions. Our result shows that the crack tip stress field is non-separable. In addition, an; infinite; number of parameters are needed to completely specify the angular variation of crack tip stress field.;

publication date

  • November 8, 2011

Full Author List

  • Long R; Hui C-Y

Other Profiles

Additional Document Info

start page

  • 3170

end page

  • 3187

volume

  • 467

issue

  • 2135