2015
DOI: 10.1016/j.actamat.2015.01.055
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Lattice swelling and modulus change in a helium-implanted tungsten alloy: X-ray micro-diffraction, surface acoustic wave measurements, and multiscale modelling

Abstract: Using X--ray micro--diffraction and surface acoustic wave spectroscopy, we measure lattice swelling and elastic modulus changes in a W--1%Re alloy after implantation with 3110 appm of helium. A fraction of a percent observed lattice expansion gives rise to an order of magnitude larger reduction in the surface acoustic wave velocity. A multiscale elasticity, molecular dynamics, and density functional theory model is applied to the interpretation of observations. The measured lattice swelling is consistent with … Show more

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Cited by 137 publications
(157 citation statements)
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“…The availability of such data is still relatively limited as the majority of density functional calcul ations of defects performed so far focused on the accurate evaluation of energies of defects [42][43][44][45], rather than on the evaluation of elastic properties of defects [7,8,27,29,46]. The relaxation volume of a Frenkel pair can be approximated by the sum of relaxation volumes of an SIA and a vacancy.…”
Section: Relaxation Volumes Of Point Defects In Bcc Transition Metalsmentioning
confidence: 99%
See 1 more Smart Citation
“…The availability of such data is still relatively limited as the majority of density functional calcul ations of defects performed so far focused on the accurate evaluation of energies of defects [42][43][44][45], rather than on the evaluation of elastic properties of defects [7,8,27,29,46]. The relaxation volume of a Frenkel pair can be approximated by the sum of relaxation volumes of an SIA and a vacancy.…”
Section: Relaxation Volumes Of Point Defects In Bcc Transition Metalsmentioning
confidence: 99%
“…For example, the elastic relaxation volume of a self-interstitial atom defect in tungsten, predicted by density functional theory, is Ω rel = 1.67Ω 0 , where Ω 0 is the volume of an atom, whereas the relaxation volume of a vacancy is Ω rel = −0.37Ω 0 , see e.g. [7,8]. The large positive mismatch between elastic relaxation volumes of self-interstitial and vacancy type defects in metals, which accumulate in the microstructure as a result of irradiation, gives rise to the local volumetric expansion, and produces stresses in materials exposed to irradiation, resulting in macroscopic swelling and heterogeneous deformation of reactor components.…”
Section: Introductionmentioning
confidence: 99%
“…9 Recently, TGS has been shown to be a useful tool in evaluating the effects of irradiation in metallic systems. [10][11][12] In this technique, a spatially periodic material excitation is generated by periodic thermal excitation, itself produced by the interference pattern of two crossed pumping laser beams at the material surface. In reflective materials, this excitation manifests itself as surface displacement and/or transient reflectivity change.…”
mentioning
confidence: 99%
“…One promising tool for these direct, mesoscale measurements is transient grating (TG) spectroscopy [13,14]. This technique optically induces and monitors monochromatic surface acoustic waves (SAWs) with micron-scale wavelengths over an area on the order of 0.01 mm 2 .…”
Section: Published By the American Physical Society Under The Terms Omentioning
confidence: 99%