1994
DOI: 10.1016/0022-3115(94)90180-5
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The effect of diffusion anisotropy on dislocation bias and irradiation creep in cubic lattice materials

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Cited by 18 publications
(9 citation statements)
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“…This analysis therefore shows that, in addition to the classical thermodynamic driving force, reduced migration barriers contribute significantly to sink efficiency and that these reduced barriers are unequivocally due to saddle point anisotropy. The effect of interface elastic fields on defect migration energies is similar to that found in the vicinity of isolated dislocations 46 47 48 49 . However, elastodiffusion near interfaces—including semicoherent ones—is not reducible to elastodiffusion near dislocations because the stress fields of the former are in general composed of two contributions: one arising from infinite arrays of discrete dislocations and the other from coherency stresses.…”
Section: Resultssupporting
confidence: 67%
“…This analysis therefore shows that, in addition to the classical thermodynamic driving force, reduced migration barriers contribute significantly to sink efficiency and that these reduced barriers are unequivocally due to saddle point anisotropy. The effect of interface elastic fields on defect migration energies is similar to that found in the vicinity of isolated dislocations 46 47 48 49 . However, elastodiffusion near interfaces—including semicoherent ones—is not reducible to elastodiffusion near dislocations because the stress fields of the former are in general composed of two contributions: one arising from infinite arrays of discrete dislocations and the other from coherency stresses.…”
Section: Resultssupporting
confidence: 67%
“…The increase of the relaxation volume due to the anisotropy at saddle point is such that the effect on the sink strength is rather large. Borodin and Ryazanov did not resort to some of the assumptions made by Skinner and Woo [37] and obtained a few percents decrease of the sink strength for interstitials and an increase of about 20 % for vacancies. More recently, Sivak and Sivak [75] showed with OKMC calculations that the anisotropy of vacancies at saddle point is responsible for complex variations of the sink strength with the dislocation type.…”
Section: Analysis and Discussionmentioning
confidence: 96%
“…Although this effect had been discussed previously [31,32,33], these authors also suggested that the anisotropy of point defects at saddle position could have an effect on the sink strength. Such an effect was later confirmed for straight dislocations [34,35,36,37], infinitesimal dislocation loops [38] and voids [39]. However, all these works contain approximations to make calculations tractable, so the values of sink strengths significantly vary from one study to the other [37].…”
Section: Introductionmentioning
confidence: 93%
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“…More generally, the strain-induced anisotropy of point defect diffusion should be taken into account in calculating the defect fluxes to sinks like dislocations, cavities etc., as accurate evaluation of the sink absorption efficiency for point defects is critical in determining creep rates 80 . Sinks create an elastic strain field in their vicinity, which will lead to anisotropic diffusion of point defects and therefore a biased flux of point defects to those sinks.…”
Section: Discussionmentioning
confidence: 99%