2013
DOI: 10.4028/www.scientific.net/amm.477-478.1284
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Fatigue Characteristic of Aluminum Alloy Plates with Different Thickness

Abstract: The fatigue characteristic of 2124 aluminum alloy in T851 condition was investigated by means of scanning electron microscopy (SEM) and transmission electron microscope (TEM). And the result shows that, the fatigue life is closely related to the thickness of plates, this is because that different thickness of plates results in the variation of grain size, grain boundaries and substructures of alloy, which thus influence the fatigue behavior of 2124-T851 alloy. The number of grain boundaries along the propagati… Show more

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Cited by 3 publications
(3 citation statements)
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“…The Hall–Petch equation is one of the most extensive empirical theories between yield stress and grain size [ 13 , 26 , 31 ], which was further extended by Armstrong [ 2 ] to include the flow stress region as follows: in this equation, σ 0 (ε) is known as the friction stress required to move individual dislocations in micro-yielded slip band pile-ups confined to isolated grains, whereas k(ε) is the locally intensified stress needed to propagate general yield across the polycrystal grain boundaries [ 32 ]. d is the grain size.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…The Hall–Petch equation is one of the most extensive empirical theories between yield stress and grain size [ 13 , 26 , 31 ], which was further extended by Armstrong [ 2 ] to include the flow stress region as follows: in this equation, σ 0 (ε) is known as the friction stress required to move individual dislocations in micro-yielded slip band pile-ups confined to isolated grains, whereas k(ε) is the locally intensified stress needed to propagate general yield across the polycrystal grain boundaries [ 32 ]. d is the grain size.…”
Section: Discussionmentioning
confidence: 99%
“…Geiger et al [ 10 , 11 ] conducted some experimental studies on the size effect of flow stress in microscopic coarse deformation, and proposed a surface model to explain the phenomenon. Through a series of stretching and flanging experiments of geometrically similar parts, the experiment of Kals, Li and Engel [ 7 , 12 , 13 ] displays this behavior for CuNi18Zn20 and CuZn37, an average grain size (d) of approximately 40 μm for different values of the sample size. They proposed a “surface model” in which, when the microstructure of the specimen remains unchanged, the ratio of surface-layer grains and the internal-layer grains increase with the specimen size decreasing [ 5 ], dislocation cannot be accumulated in the specimen surface, there is reduced material work hardening ability and this thus results in the decrease of the flow stress of material.…”
Section: Introductionmentioning
confidence: 99%
“…Welded joint contains geometric or metallurgical defect such as crack or hard spots. These defects can cause stress concentration, and consequently, fatigue crack can initiate after the structure is put in a periodic fluctuating stress [28][29][30] . Fig.…”
Section: S-n Curve For the Laser Welded Samplementioning
confidence: 99%