2017
DOI: 10.1016/j.actamat.2017.01.033
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Statistical analysis of the size- and rate-dependence of yield and plastic flow in nanocrystalline copper pillars

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Cited by 14 publications
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“…For micropillars with smooth stress-strain curves, since the determination of the exact value of yield stress is difficult due to a continuous transition from elastic to elastoplastic deformation regimes of the stress-strain response, flow stress obtained by a strain offset of 1% instead of a conventional 0.2% offset stress, is designated as yield stress [30], as illustrated in Figures 4-6. For micropillars showing discontinuous flow behavior, the yield stress is identified as the stress at the first discrete displacement burst that occurred post-1% strain in each curve, and a threshold of �ε ≥ 0.002 is used to identify the burst events [31], as exhibited in Figure 7(a).…”
Section: In-situ Compression Testsmentioning
confidence: 99%
“…For micropillars with smooth stress-strain curves, since the determination of the exact value of yield stress is difficult due to a continuous transition from elastic to elastoplastic deformation regimes of the stress-strain response, flow stress obtained by a strain offset of 1% instead of a conventional 0.2% offset stress, is designated as yield stress [30], as illustrated in Figures 4-6. For micropillars showing discontinuous flow behavior, the yield stress is identified as the stress at the first discrete displacement burst that occurred post-1% strain in each curve, and a threshold of �ε ≥ 0.002 is used to identify the burst events [31], as exhibited in Figure 7(a).…”
Section: In-situ Compression Testsmentioning
confidence: 99%