1976
DOI: 10.1016/0036-9748(76)90142-3
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Effect of grain size on the threshold stress intensity factor in fatigue of a ferritic steel

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Cited by 149 publications
(32 citation statements)
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“…[F][L] −2 . This is in agreement with the common interpretation of the crack-size effects on the fatigue threshold at the small scales based on the well-known Hall-Petch law (Verhoeven 1975;Masounave and Bailon 1976). In fact, the crack length can be considered as proportional to the average grain size of the material microstructure and we have ∆K th ∝ d grain .…”
Section: A Unified Fractal Model For the Interpretation Of The Crack-supporting
confidence: 79%
“…[F][L] −2 . This is in agreement with the common interpretation of the crack-size effects on the fatigue threshold at the small scales based on the well-known Hall-Petch law (Verhoeven 1975;Masounave and Bailon 1976). In fact, the crack length can be considered as proportional to the average grain size of the material microstructure and we have ∆K th ∝ d grain .…”
Section: A Unified Fractal Model For the Interpretation Of The Crack-supporting
confidence: 79%
“…The coincidence of high threshold stress intensity and large prior austenite grain size in Fe/2Si/0.le OFM (IQ) is consistent with the general, but not universal [24], trend of increased grain size giving higher fatigue thresholds in steels [14,17,25,26]. The significance of the prior austenite grain …”
Section: -14 -supporting
confidence: 61%
“…Such microstructural effects on cyclic crack advance are found to be most significant in the nearthreshold regime, below typically ~ 10-6 mm/cycle, where stress intensity levels approach the threshold stress intensity range, 6K o ' for no * detectable growth of long cracks (see refs. [1][2][3][4][5].…”
Section: Introductionmentioning
confidence: 99%