1961
DOI: 10.21236/ada950317
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The Effect of Specimen Geometry on Determination of Elongation in Sheet Tensile Specimens

Abstract: ! iThe influence of specimen thickness and width on the elongation in 2 in,~•.f-w8"s studied on copper, AI~~ .. }.g20 steel r ':7 and ~~~.:~~r.~ated•-5i.i_te~k:> J The results conform approximately to Templin's equation, El • CAn • The constant n, a measure of the variation of elongation in 2 in. with specimen area, is shown to be related to the log of the ratio of the zero gage length (~~cture strain) to the infinite gage length (uniform strai9) elongations. irA method is shown for predicting the elongation i… Show more

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Cited by 4 publications
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“…This means that the samples commonly had thicknesses that were orders of magnitude smaller than the in-plane dimensions. Such geometries are problematic, as they introduce a geometric sample size effect, with strain-to-failure decreasing as sample thickness decreases [25]. Brooks et al [26] explored this effect specifically in nanocrystalline Ni, showing that samples with thicknesses below ~100 µm experienced macroscopically brittle fracture that was not representative of the intrinsic material response.…”
Section: Introductionmentioning
confidence: 99%
“…This means that the samples commonly had thicknesses that were orders of magnitude smaller than the in-plane dimensions. Such geometries are problematic, as they introduce a geometric sample size effect, with strain-to-failure decreasing as sample thickness decreases [25]. Brooks et al [26] explored this effect specifically in nanocrystalline Ni, showing that samples with thicknesses below ~100 µm experienced macroscopically brittle fracture that was not representative of the intrinsic material response.…”
Section: Introductionmentioning
confidence: 99%
“…In brief, under some conditions, it is a good approximation for rectangular bars, which follow this comparison [72]:…”
Section: Effects Of Tensile Pre-strain On the Bake Hardening Responsementioning
confidence: 88%