1993
DOI: 10.1007/bf00032340
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Part-circular surface cracks in round bars under tension, bending and twisting

Abstract: International audienceCircular-fronted cracks in round bars subject to tension, bending and twisting are considered. Numerical expressions are given allowing the calculation of stress intensity factors $K_I$, $K_{II}$, $K_{III}$ at every point on the crack front for a wide range of crack geometries. Comparisons are made with analytical, experimental and numerical results available in the literature. Crack shapes satisfying the iso-$K_I$ criterion are also determined, making it possible to investigate the probl… Show more

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Cited by 85 publications
(56 citation statements)
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“…For the case of a cylindrical geometry of the material, the calculation of the stress intensity factor and the criterion of fracture can be calculated through Astiz, Valiente and Elices's equation [1,7] or through Levan and Royer's equation [8]. The above mentioned authors have assumed that cracks along the whole perimeter of the specimen are formed and the superficial cracks have semi-ellipse shape (Figure 4).…”
Section: Discussionmentioning
confidence: 99%
“…For the case of a cylindrical geometry of the material, the calculation of the stress intensity factor and the criterion of fracture can be calculated through Astiz, Valiente and Elices's equation [1,7] or through Levan and Royer's equation [8]. The above mentioned authors have assumed that cracks along the whole perimeter of the specimen are formed and the superficial cracks have semi-ellipse shape (Figure 4).…”
Section: Discussionmentioning
confidence: 99%
“…The crack shape factor for a surface defect (Fig. 3b) integrates the stress gradient of the bending load [15]. In case of the sub surface initiation (Fig.…”
Section: Environmental Effectmentioning
confidence: 99%
“…The initial circular crack radius is 14 μm, which is equivalent to area = 17 μm. K is calculated, using the appropriate value of the crack shape factor Y [15,16], and in case of an internal circular crack under tension (Fig. 3a), Y = 2/ .…”
Section: Environmental Effectmentioning
confidence: 99%
“…Growth of surface cracks in round bars due to fatigue can be modelled using different criteria, e.g., prediction of the 90° intersecting angle of the crack with the surface or the iso-K criterion along the crack front [8]. Another criterion is based on the crack growth according to the Paris-Erdogan law [9], considering the crack advance perpendicular to the crack front, assuming elliptic geometry for the growing crack [10,11] or avoiding the shape hypothesis, i.e., allowing the crack to grow with any shape [12].…”
Section: Abstract: Numerical Modelling Fatigue Crack Propagation Prmentioning
confidence: 99%