Size effects on spheroidal voids by Finite Fracture Mechanics and application to corrosion pits

Abstract

The present work aims at investigating the failure size effect of a spheroidal void in an infinite linear elastic solid under remote tension by means of the coupled Finite Fracture Mechanics (FFM) approach. The opening stress field and the stress intensity factor (SIF) of an annular crack surrounding the cavity -necessary for the FFM implementation-are obtained numerically through parametric axisymmetric finite element analyses (FEAs): The spheroid aspect ratio is varied between 0.1 and 10 and Poisson's ratio between 0.1 and 0.5. Accordingly, semi-analytical functions approximating the stress concentration factor and the SIF are put forward. Finally, the failure size effect on spheroidal voids is reported, and FFM predictions are compared with experimental results on the fatigue limit arising from corrosion pits, showing a fairly good agreement.

Beyond Conventions: Evaluating Ensemble Learning Methods for Precise Fatigue Life Estimation

“…where L is the crack length and ∆W el denotes the variation of the elastic strain energy due to crack propagation. In the context of these criteria, the IERR, coupled with the stress field, offers a robust framework for predicting the fatigue strength of both blunt and sharp notches [10,12,36,37]. Nevertheless, critical distancebased approaches have different drawbacks, notably complex Finite Element Analysis (FEAs) and parameter fitting.…”