Shape change of surface crack during fatigue growth
Identifieur interne : 003F28 ( Main/Merge ); précédent : 003F27; suivant : 003F29Shape change of surface crack during fatigue growth
Auteurs : Shang-Xian Wu [République populaire de Chine]Source :
- Engineering Fracture Mechanics [ 0013-7944 ] ; 1984.
Abstract
Approximate analytical solutions of the differential equation controlling the shape change of a semielliptical surface crack during tension and bending fatigue growth are presented. These solutions reduce the prediction of the shape change of a surface crack to the calculation of elementary functions and reduce the prediction of fatigue life to the calculation of a definite integral. The solutions are compared with more than 680 pairs of experimental data for 22 different metallic materials published in the literature and the agreements are excellent. A multipoint analysis procedure combining the Paris relation and the requirement that the surface crack remain semielliptical during fatigue growth has been developed.
Url:
DOI: 10.1016/0013-7944(85)90117-1
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ISTEX:9712447DC4B12E673982D327E93E88A0997F19BDLe document en format XML
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<front><div type="abstract" xml:lang="en">Approximate analytical solutions of the differential equation controlling the shape change of a semielliptical surface crack during tension and bending fatigue growth are presented. These solutions reduce the prediction of the shape change of a surface crack to the calculation of elementary functions and reduce the prediction of fatigue life to the calculation of a definite integral. The solutions are compared with more than 680 pairs of experimental data for 22 different metallic materials published in the literature and the agreements are excellent. A multipoint analysis procedure combining the Paris relation and the requirement that the surface crack remain semielliptical during fatigue growth has been developed.</div>
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