The phenomenon of fatigue crack closure has attracted continued interest over recent years. This paper concerns itself with one aspect of the phenomenon namely the effects of a single asperity on the crack face close to the crack tip and under dominantly plane strain Mode 1 loading conditions. The m
A multiple asperity fatigue crack closure model
β Scribed by R.L. Carlson; C.J. Beevers
- Publisher
- Elsevier Science
- Year
- 1984
- Tongue
- English
- Weight
- 353 KB
- Volume
- 20
- Category
- Article
- ISSN
- 0013-7944
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β¦ Synopsis
The plane strain, fatigue crack problem in which fracture surface asperities prevent closure is considered. A model in which closure contact can develop on a distribution of asperities is introduced. A comparison of closure behavior for one and for two asperities is made, and the effects of variations in the model parameters are examined. The relationships of these parameters to the value of the closure stress intensity factor and crack opening displacement are discussed. The possible use of the model in examining conditions in which asperity welding occur is considered. The resulting closure behavior is briefly described.
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A numerical analysis of plasticity-induced fatigue crack closure based upon the finite difference method is presented. This new method permits modelling easily fatigue crack growth as well as contacts between fracture faces, without requiring sophisticated algorithms. The model is applied to a wide
The current status of the knowledge about the fatigue crack closure effect is briefly reviewed. 494 D.L. CHEN et al. AK~ldconv) AK,~ Aa AO'~h 2 V Β’7 a,c,(6) O'closed {)'max O'mi n O~min,aΒ’l flop O'll conventional effective stress intensity range, Km,,~ -K,.r shielding stress intensity range externa
Abetract-An analytical model for fatigue crack closure under triaxial stress constraint is established based on a modified Dugdale model as well as the asymptotic solution of three dimensional cracks. The influence of mechanical parameters, geometries of specimens and properties of materials is crit