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Can I read Diffusion-induced Stress Concentrations in Diffusional Creep on EtoBox?
Diffusion-induced Stress Concentrations in Diffusional Creep by S. Kovacevic; S.Dj. Mesarovic is a Engineering article available to read on EtoBox.
What is Diffusion-induced Stress Concentrations in Diffusional Creep about?
The lattice continuum formulation for diffusional creep is implemented into the computational framework based on the finite difference method for space and the predictor-corrector algorithm for time discretization, to solve the coupled elasticity-diffusion problem with moving boundaries. The numerical scheme is implemented and tested considering 3D periodic structures without grain boundary sliding. Of primary interest in this paper are the stress non-uniformities resulting from nonuniform composition eigenstrains. We consider two regimes: the one where the rate limiting process is bulk diffusion of vacancies, and the one where the rate is controlled by vacancy nucleation/annihilation at grain boundaries (nucleation-controlled creep). We found that the stress concentration factor for diffusion-controlled creep is independent of the applied stress and grain size. No stress concentrations are present for the nucleation-controlled creep case. Stress and grain size dependence of minimum strain creep rates are determined by the present model for a variety of applied stresses, grain sizes, different driving processes (diffusion and nucleation-controlled creep) and compared with the class
Who reads Diffusion-induced Stress Concentrations in Diffusional Creep?
It is typically read by researchers, students, and practitioners in Engineering.
- Author
- S. Kovacevic; S.Dj. Mesarovic
- Publisher
- Elsevier BV
- Published
- 2022
- Language
- EN
- Field
- Engineering (Physical Sciences)