Research Catalog
Point defects and diffusion in strained metals
- Title
- Point defects and diffusion in strained metals, by L.A. Girifalco and D.O. Welch.
- Author
- Girifalco, L. A. (Louis A.)
- Publication
- New York, Gordon and Breach [©1967]
Items in the Library & Off-site
Filter by
1 Item
| Status | Format | Access | Call Number | Item Location |
|---|---|---|---|---|
| Text | Use in library | 9335.387 | Off-site |
Details
- Additional Authors
- Welch, David Otis
- Description
- x, 169 pages illustrations; 24 cm
- Subject
- Bibliography (note)
- Bibliography: p. 160-164.
- Contents
- POINT DEFECT AND DIFFUSION THEORY: Ficks laws and atomistic interpretation of the diffusion coefficient -- Defect concentrations and the jump frequency -- Formation energy and structure of point defects -- Definition of defect interaction energies with external pressure -- Definition of defect interaction energies with internal stress -- INTERACTION ENERGIES AND ENTROPIES OF DEFECTS WITH STRESS FIELDS: General comments and description of the model -- Interaction of defect lattice relaxation with stress fields -- Electronic contributions to energies of interaction -- Entropy of formation and migration in stress fields -- DEFECT CONCENTRATION AND MIGRATION IN STRESS FIELDS: The general formulae -- Effect of external pressure on defect concentration and migration -- Effect on pressure on the free-energy of mixing of dilute copper alloys, and the partial molar volume of solution -- Effect of internal pressure on the jump frequency, equilibrium defect concentration, and diffusion coefficient -- Defect concentration and migration near dislocations -- EFFECT OF ELASTIC STRAIN GRADIENTS ON THE MACROSCOPIC DIFFUSION EQUATIONS: General discussion of the problem -- Drift and net flux of vacancies -- Drift and net flux of radioactive tracers -- Drift and net flex of solute atoms.
- LCCN
- 67026571
- OCLC
- ocm01120796
- 1120796
- SCSB-242978
- Owning Institutions
- Princeton University Library