2015
DOI: 10.1098/rspa.2015.0214
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On rate-dependent polycrystal deformation: the temperature sensitivity of cold dwell fatigue

Abstract: A temperature and rate-dependent crystal plasticity framework has been used to examine the temperature sensitivity of stress relaxation, creep and load shedding in model Ti-6Al polycrystal behaviour under dwell fatigue conditions. A temperature close to 120°C is found to lead to the strongest stress redistribution and load shedding, resulting from the coupling between crystallographic slip rate and slip system dislocation hardening. For temperatures in excess of about 230°C, grain-level load shedding from soft… Show more

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Cited by 65 publications
(51 citation statements)
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References 40 publications
(94 reference statements)
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“…where the elastic modulus along c-axis of the -titanium unit cell is about 1.4 times the value of that along a-axis [28,29,34]. Applying the same method to the transverse lattice strain, the transverse stiffness was calculated (Figure 9d).…”
Section: Development Of Lattice Strainmentioning
confidence: 99%
“…where the elastic modulus along c-axis of the -titanium unit cell is about 1.4 times the value of that along a-axis [28,29,34]. Applying the same method to the transverse lattice strain, the transverse stiffness was calculated (Figure 9d).…”
Section: Development Of Lattice Strainmentioning
confidence: 99%
“…Previous work has assessed several key factors in dwell, including microstructure morphology [3], temperature [42] and material hydrogen content [43]. In relation to the α−β phase, Venkataramani et al [44] implemented a CPFE model, with a homogenised α−β phase [7], to study the effect of various microstructural features on creep-induced load shedding in Ti-6242.…”
Section: Application To Cold Dwellmentioning
confidence: 99%
“…Zhang et al [12] developed an empirically based crystal plasticity model that reproduces this temperature dependence of CDF. The model assumes dislocations become pinned and released by some unspecified thermally activated process with an activation energy H. Their model incorporates experimentally determined temperature dependencies of the critical resolved shear stresses on the prismatic, basal and pyramidal planes, and of the anisotropic elastic constants.…”
Section: Introductionmentioning
confidence: 99%