Fatigue thresholds of precracked specimens predicted by modified strip-yield model for plasticity-induced crack closure

•The effects of precrack lengths and material yield stress on crack closure development are examined.•A new master curve equation is proposed for the cyclic R-curve.•The fatigue thresholds of materials with defects are successfully derived. A strip-yield model modified to leave plastically deformed...

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Bibliographic Details
Published in:Theoretical and applied fracture mechanics Vol. 122; p. 103635
Main Authors: Tanaka, K., Akiniwa, Y.
Format: Journal Article
Language:English
Published: Elsevier Ltd 01-12-2022
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Summary:•The effects of precrack lengths and material yield stress on crack closure development are examined.•A new master curve equation is proposed for the cyclic R-curve.•The fatigue thresholds of materials with defects are successfully derived. A strip-yield model modified to leave plastically deformed stretch in the wake of the advancing crack tip is applied to simulate the development of plasticity-induced crack closure with crack extension from precracks with various lengths under the stress ratio R = 0. The effects of precrack length and yield stress on fatigue thresholds were systematically examined. Because of a sharp increase of crack opening stress with crack extension, the effective stress intensity range ΔKeff drops initially and then turns to increase. Assuming the threshold value of ΔKeff for steels, a master curve equation is proposed for the cyclic R-curve. The effects of precrcrack length and material yield stress on fatigue thresholds are successfully derived.
ISSN:0167-8442
1872-7638
DOI:10.1016/j.tafmec.2022.103635