Abstmtet-A probabilistic model for prediing fatigue crack growth rate and cycles to reach a given crack iength is presented. The stochastic chamcterixations of cmok growth parameters c and m in the Paris-Erdogan and Forman Iaws are investigated based upon crack growth experiments. According to the s
A new model for fatigue crack growth after a single overload
โ Scribed by Lu Yichi; Li Kangxian
- Publisher
- Elsevier Science
- Year
- 1993
- Tongue
- English
- Weight
- 632 KB
- Volume
- 46
- Category
- Article
- ISSN
- 0013-7944
No coin nor oath required. For personal study only.
โฆ Synopsis
Abstnet--several co-existing, mutuaIiy competitive mechanisms are involved in fatigue crack growth after o~lo~ing.
The lowest fatigue crack growth rate, the crack growth increment at which the fatigue crack growth rate reaches its minimum, and the overloading a&xted zone size are the three most important parameters to describe an overload event. A new model for the fatigue crack growth rate based on these three parameters has been proposed to describe the fatigue crack growth behavior after a single overload. By so doing, not only can the well recognized mechanisms like crack closure and compressive residual stresses be considered. but also those mechanisms that have been less discussed before, like crack tip blunting and strain hardening.
๐ SIMILAR VOLUMES
Fatigue crack growth delay resulting from a single cycle overload is analytically predicted using constant amplitude test data in a fractional calculus form of the Paris crack growth law. The crack growth rate of the Paris law is written as a fractional derivative whose order is given by the overloa
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