1978
DOI: 10.1103/physrevb.17.440
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Niobium self-diffusion

Abstract: The diffusion of. "Nb in niobium has been measured between 1353 and 2693 K. The data showed nonlinear Arrhenins behavior and fit the expression D = [8 X 10 'exp ( -3.62 eV/kT)+ 3.7exp ( -4.54 .eV/kT)] cm'sec '. The data are interpreted in terms of a single-vacancy-divacancy mechanism. The effect of oxygen on niobium self-diffusion was measured over the temperature range 1750 -2690 K. There was no measurable difference in the diffusion coefficient obtained from samples with 500-wt-ppm 0, and samples with les… Show more

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Cited by 76 publications
(22 citation statements)
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“…The commonly accepted value [16] is 2.7 eV, as given by Faber and Schultz [19] experiments. On top of this, Einziger et al [18] provide a ratio of 1.25 between the activation energies of divacancy and vacancy. In this work, a larger value of 1.76 has been found which, given the difficulties in isolating the separate contributions of the two types of defects to the experimental result, may be considered as a reasonable agreement.…”
Section: Introductionmentioning
confidence: 98%
See 1 more Smart Citation
“…The commonly accepted value [16] is 2.7 eV, as given by Faber and Schultz [19] experiments. On top of this, Einziger et al [18] provide a ratio of 1.25 between the activation energies of divacancy and vacancy. In this work, a larger value of 1.76 has been found which, given the difficulties in isolating the separate contributions of the two types of defects to the experimental result, may be considered as a reasonable agreement.…”
Section: Introductionmentioning
confidence: 98%
“…However, they suffer from secondary effects and from the relatively weak response to the formation of thermal vacancies [16]. For these reasons, Schultz [17] suggested that self-diffusion data [18] and stage III resistivity recovery measurements [19], for which reasonable experimental data do exist, give accurate values for the activation Q and migration E m energies, respectively, of monovacancies in bcc refractory metals, far from the melting point. Using the well known relationship Q ¼ E f þ E m , the formation energy E f of a single vacancy in pure bcc Nb can be determined.…”
Section: Introductionmentioning
confidence: 99%
“…Most of the results are consistent with the experimental data. [52][53][54][55][56] Our EAM potential produces the largest formation energy. The POTFIT program fits to the DFT energy per atom of each configuration in the database, instead of fitting to defect energies.…”
Section: B Point Defectsmentioning
confidence: 99%
“…This estimated value is about 3 orders of magnitude higher than the reported diffusion coefficient of Nb at the same temperature in BCC Zr-Nb alloys [15] and more than 8 orders of magnitude higher than the reported self-diffusion coefficient of Nb [16]. However, the diffusivity of elements is known to considerably increase during plastic deformation [17].…”
Section: Microstructure Of Deformed Samplesmentioning
confidence: 59%