2020
DOI: 10.1016/j.calphad.2020.102209
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Diffusion coefficients and atomic mobilities in fcc Ni–Cu–Mo alloys: Experiment and modeling

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Cited by 13 publications
(2 citation statements)
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“…Their finds indicated that the diffusion coefficients calculated by the modified Hart's equation agree with the values determined by Sauer-Friese analysis for nanoparticles. Zeng et al [18] used Electron Probe MicroAnalysis to determine the interdiffusion coefficients of fcc Ni-Cu-Mo alloy at temperatures of 1273, 1373, and 1473 K based on the concentration distribution of solid-solid diffusion couples and re-evaluated the kinetic parameters of fcc Ni-Cu-Mo alloy. The atomic mobility of fcc Ni-Cu-Mo alloys were optimized as a function of the temperature and composition by means of CALculation of Thermo-Physical Properties program.…”
Section: Introductionmentioning
confidence: 99%
“…Their finds indicated that the diffusion coefficients calculated by the modified Hart's equation agree with the values determined by Sauer-Friese analysis for nanoparticles. Zeng et al [18] used Electron Probe MicroAnalysis to determine the interdiffusion coefficients of fcc Ni-Cu-Mo alloy at temperatures of 1273, 1373, and 1473 K based on the concentration distribution of solid-solid diffusion couples and re-evaluated the kinetic parameters of fcc Ni-Cu-Mo alloy. The atomic mobility of fcc Ni-Cu-Mo alloys were optimized as a function of the temperature and composition by means of CALculation of Thermo-Physical Properties program.…”
Section: Introductionmentioning
confidence: 99%
“…High-throughput experiments, in general, encompass the highly efficient preparation, characterization and property evaluation of various categories of materials [18][19][20] . Prominent examples include the multitarget co-sputtering method to synthesize gradient multicomponent coatings [21] , the diffusion multivariate method to prepare gradient multicomponent alloys [22] and the combinatorial material characterization approach using an integrated micro-beam X-ray fluorescence and diffraction system to determine the chemical composition and phase constitution of materials simultaneously [23] . Alternatively, highthroughput calculations incorporate simulation methods at different scales, from the atomistic level (e.g., first-principles calculations [24] ), to the microscopic level (e.g., the calculation of phase diagrams [25] and diffusion simulations [26] ), the mesoscopic level (e.g., the phase-field method [27] ) and the macroscopic level (e.g., finite element analysis [28] ).…”
Section: Introductionmentioning
confidence: 99%