Article ID Journal Published Year Pages File Type
766857 Engineering Fracture Mechanics 2014 22 Pages PDF
Abstract

•η factor has been evaluated in welded fracture geometries.•η factor is relatively insensitive to N, weld width and stress state.•η factor has a variation of ±20% due to mismatch ratio.•The recommended solutions of ηLLD and ηCMOD has been examined for each fracture geometry.

The elastic–plastic fracture mechanics J-integral parameter and its analogous creep fracture mechanics parameter C∗, are widely employed to characterise the material’s fracture and crack growth behaviour over a range of temperatures and loading configurations. Experimentally the non-linear component of the J-integral and C∗ parameter are evaluated using the geometry dependent fracture mechanics parameter the η factor. For weldments, the η factor is dependent on the relative size and yield strength properties of the base (parent) and weld materials and their mismatch ratio. In this work, the η factor has been evaluated for six fracture geometries using non-linear finite element method for a power law hardening material, and the results have been compared with literature where available. The obtained results, which fall within the best upper/lower bounds, are tabulated for each geometry and the recommended η for a range of mismatch factors are given as a function of the normalised crack length.

Related Topics
Physical Sciences and Engineering Engineering Mechanical Engineering
Authors
, , , , ,