2017
DOI: 10.1063/1.4971671
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Temperature dependence of dynamic deformation in FCC metals, aluminum and invar

Abstract: Effect of temperature, strain, and strain rate on the flow stress of aluminum under shockwave compression Journal of Applied Physics 112, 073504 (2012);

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Cited by 6 publications
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“…The transition is shown in Figure 2, that shows a sketch of the flow stress as a function of rate for two different temperatures as specimens enter a phonon limited regime. Such an inversion has been observed both in Hugoniot elastic limit measurements (Chen et al, 2017;Gurrutxaga-Lerma et al, 2017;Kanel, 2014;Zaretsky and Kanel, 2013) across a wide range of temperatures, and in shear-pressure experiments (Grunschel et al, 2012) close to melt. These experiments have provided some confidence in phonon drag mechanisms being active at high rates, with some quantitative discrepancies, proposed by Grunschel et al (2012) to be due to interactions between moving dislocations.…”
Section: Introductionmentioning
confidence: 70%
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“…The transition is shown in Figure 2, that shows a sketch of the flow stress as a function of rate for two different temperatures as specimens enter a phonon limited regime. Such an inversion has been observed both in Hugoniot elastic limit measurements (Chen et al, 2017;Gurrutxaga-Lerma et al, 2017;Kanel, 2014;Zaretsky and Kanel, 2013) across a wide range of temperatures, and in shear-pressure experiments (Grunschel et al, 2012) close to melt. These experiments have provided some confidence in phonon drag mechanisms being active at high rates, with some quantitative discrepancies, proposed by Grunschel et al (2012) to be due to interactions between moving dislocations.…”
Section: Introductionmentioning
confidence: 70%
“…Despite the widespread use of the uniaxial stress geometry for model parametrisation, exemplified in data collation by Liang and Khan (1999), Jordan et al (2013) and Hansen et al (2013) measurements at elevated temperatures and rates above 10 4 s −1 are sparse. The majority of measurements in that temperature and rate regime exist under conditions of shear strain Grunschel and Clifton, 2007) or the uni-axial strain conditions present in shock wave propagation (Chen et al, 2017;Gurrutxaga-Lerma et al, 2017;Kanel, 2014). Furthermore, in both cases measurements typically begin an order of magnitude above the transition rate.…”
Section: Introductionmentioning
confidence: 99%