2015
DOI: 10.1016/j.jmps.2015.08.015
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Dislocation-mediated strain hardening in tungsten: Thermo-mechanical plasticity theory and experimental validation

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Cited by 74 publications
(23 citation statements)
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“…Based on the developed model, the effect of temperature on the evolution of different microstructures can be further analyzed, for example, the expansion of the plasticity affected region and evolution of dislocation density. Take W for an example, the temperature dependent shear modulus µ(T) and α(T) can be informed in previous works [35,38], and it is known that b = 0.274 nm and tan θ = 0.358 for the Berkovich nano-indentation of W [18,29], as summarized in Table 2. Therefore, according to Equation (9), one can calculate h * (T) and M(T) = 3 h * (T)/h * (T) at 160 K, 230 K and 300 K, respectively.…”
Section: Experimental Verifications and Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Based on the developed model, the effect of temperature on the evolution of different microstructures can be further analyzed, for example, the expansion of the plasticity affected region and evolution of dislocation density. Take W for an example, the temperature dependent shear modulus µ(T) and α(T) can be informed in previous works [35,38], and it is known that b = 0.274 nm and tan θ = 0.358 for the Berkovich nano-indentation of W [18,29], as summarized in Table 2. Therefore, according to Equation (9), one can calculate h * (T) and M(T) = 3 h * (T)/h * (T) at 160 K, 230 K and 300 K, respectively.…”
Section: Experimental Verifications and Resultsmentioning
confidence: 99%
“…Concerning the lattice friction, it is well known that τ f (T) for most face-centered cubic (FCC) materials is negligible when compared with the dislocation hardening term, therefore, the contribution of τ f (T) is generally ignored when addressing the temperature effect on materials' hardening [26][27][28]. Whereas, for BCC materials, the stress required to move a dislocation over the Peierls potential is a thermally activated event, and takes a dominate role in determining the materials strength at low temperatures [22,29,30]. Following the work of [22], the expression of τ f (T) for BCC metals follows as…”
Section: Model Developmentmentioning
confidence: 99%
“…yield stress) can be defined as a linear sum of three temperature-and microstructural-dependent components, as was earlier discussed in Ref. [31], where the model for the plastic deformation of the bulk samples was presented:…”
Section: Discussionmentioning
confidence: 99%
“…The parameters corresponding to the model developed in Ref. [31] are provided in Table 2 and 3, provided below. Table 2, it follows that ℎ can be linearly approximated as ℎ = 0.38 − 0.04/100 × , where temperature units are Kelvins.…”
Section: Discussionmentioning
confidence: 99%
“…Recently, it has been demonstrated that initial microstructure (in terms of dislocation density and grain size) does play an important role with respect to uptake and release of plasma components as well as the modification of local mechanical properties of the surface (see e.g. [6][7][8][9][10][11]). Moreover, the reduction of the grain size should enhance the sink efficiency for neutron-induced irradiated defects, thereby potentially raising a positive effect with respect to accumulation of the irradiation-originated microstructure [12].…”
Section: -Introductionmentioning
confidence: 99%