In finite element (FE) simulations of a twin disc test of a wheel/rail contact, fatigue crack initiation criteria for elastic shakedown, plastic shakedown and ratchetting material responses were evaluated for a pearlitic rail steel BS11 normal grade. The Chaboche material model for nonlinear isotrop
Probability of subsurface fatigue initiation in rolling contact
✍ Scribed by Johan Sandström; Jacques de Maré
- Publisher
- Elsevier Science
- Year
- 2011
- Tongue
- English
- Weight
- 871 KB
- Volume
- 271
- Category
- Article
- ISSN
- 0043-1648
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✦ Synopsis
Subsurface initiated rolling contact fatigue cracks initiate in the vicinity of material defects. As these exist randomly in the material, fatigue will appear randomly under otherwise constant conditions. By combining statistical methods with a contact mechanics and fatigue analysis, probabilities of fatigue initiation are evaluated. The developed model takes as input contact geometry, contact load and the statistical properties of the material defects.
It is shown that under some well-defined presumptions the probability of rolling contact fatigue initiation in a rolling wheel can be expressed by a simple formula. Based on this, the parametric influence is assessed and it is found that the mean material defect size has a large influence. The benefit of material cleanliness testing procedures and the influence of the allowed defect size on the risk of subsurface initiated rolling contact fatigue in railway wheels are then quantified with the aid of numerical simulations.
📜 SIMILAR VOLUMES
A previous simplification of the Dang Van equivalent stress measure for assessment of subsurface initiated rolling contact fatigue (RCF) related to wheel-rail contact is modified. The new criterion is intended for real-time assessment of subsurface RCF from measured wheel-rail contact forces. The on
Rolling contact fatigue initiation life of 1070 steel was predicted by the FE method with an advanced cyclic stress-strain plasticity model and a general multiaxial fatigue criterion. The 2D repeated rolling contact processes were carried out by translating the normal pressure and the tangential tra