期刊
MATERIALS
卷 15, 期 24, 页码 -出版社
MDPI
DOI: 10.3390/ma15249091
关键词
notch effect; elliptical notched bar; eccentric circular inner crack; finite element method; J-integral; stress intensity factor (SIF); fatigue propagation; fatigue crack path; constraint loss
类别
资金
- Ministry for Science and Technology (MICYT) [MAT2002-01831]
- Ministry for Education and Science (MEC) [BIA2005-08965]
- Ministry for Science and Innovation (MICINN) [BIA2008-06810]
- Ministry for Economy and Competitiveness (MINECO) [BIA2011-27870]
- Junta de Castilla y Leon (JCyL) [SA067A05, SA111A07, SA039A08, SA132G18]
- Fundacion Samuel Solorzano Barruso of the University of Salamanca (USAL) [FS/9-2019]
This paper numerically investigates the effect of an eccentric circular inner crack on the stress intensity factor (SIF) in notched bars subjected to tensile loading. The results show a higher SIF value in notched bars, with an increase in the axial semi-axis of the notch and the size of the inner crack resulting in a greater effect.
In this paper, stress intensity factor (SIF) solutions are numerically obtained for notched bars subjected to tensile loading containing an eccentric circular inner crack located in the cross-section corresponding to the notch root. The finite element method and the J-integral have been used to obtain the SIF and to analyze the effect on it of three elliptical notch geometries (of equal radial depth). The results show how the SIF is greater in the notched bars than in the smooth bar and within the former when the axial semi-axis of the notch rises, its effect being greater as the diameter and eccentricity of the inner crack increase. In addition, the fatigue growth of an eccentric crack induces an increase in such eccentricity, greater as the notch axial semi-axis increases. The cause of these phenomena can be attributed to the constraint loss caused by the notch, which also facilitates bending of the specimen due to the asymmetry generated by the crack eccentricity.
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