Physical review. B, Solid state · 1976 · 334 citations · 11 references
Natural SciencesMaterials EngineeringMaterials ScienceChemical KineticsInorganic ChemistryPhysical ChemistryKinetic ModelingMetallurgical KineticsMetalsRadiation ChemistryRadiation Damage In MaterialsRadiation Transport In MatterDefect ProductionDiffusion In MetalsDiffusion KineticsImpurity KineticsRadiation-induced SegregationReaction Rate EquationsSegregationSegregation Model
A kinetic model has been designed to study substitutional solute segregation during irradiation in facecentered-cubic metals. The model includes a 100> split interstitial binding to impurities to second-neighbor distances, vacancy binding to impurities to first-neighbor distances, and the possibility of migration of the bound complexes. Also taken into account are the effects of vacancy and interstitial diffusional encounters with impurities and spatially independent reaction terms. The resultant rate equations have been solved numerically for a thin-foil geometry as a function of time for different temperatures, defect-production rates, internal sink concentrations, foil thicknesses, defect-impurity binding energies, and initial impurity concentrations. Using parameters appropriate for Zn in Ag, significant solute segregation is found in the temperature range from $0.2{T}_{m}$ to $0.6{T}_{m}$ (${T}_{m}$ is the melting point). The temperature for maximum segregation is appreciably higher for heavy-ion bombardment or high-voltage-electron-microscope irradiation rates than for fast-reactor irradiation. The present calculations are intended to indicate the general pattern of segregation behavior and would be useful in areas of high-voltage electron microscopy, void formation, radiation-enhanced diffusion, and advanced materials development for nuclear-reactor applications.
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Diffusion Kinetics for Atoms in Crystals
J. R. Manning, L. J. Bruner · American Journal of Physics · 1968 · 1.1K citations
Robert Howard, A. B. Lidiard · Reports on Progress in Physics · 1964 · 460 citations
Point-Defect Calculations for an fcc Lattice
R. A. Johnson · Physical Review · 1966 · 218 citations