Mass transport properties are important in polycrystalline materials used as protective films. Traditionally, such properties have been studied by examining model polycrystalline structures, such as a regular array of straight grain boundaries. However, these models do not account for a number of features of real grain ensembles, including the grain size distribution and the topological aspects of grain boundaries. In this study, a finite difference scheme is developed to study transient and steady-state mass transport through realistic two-dimensional polycrystalline microstructures. Effects of microstructural parameters such as average grain size and grain boundary topology are examined, as are effects due to limits of the model
Analytical solutions to Fick's second law of diffusion have been simultaneously derived without the ...
Diffusion in two grain boundary networks (parallel boundaries and square grains) was considered in ...
Une approche couplée prenant en compte l’interaction de la plasticité cristalline et de la diffusion...
International audiencePolycrystalline materials with refined grain size are well known to have enhan...
abstractEN: In this Chapter, the finite element simulations of diffusion processes in homogeneous an...
Microstructural morphology and grain boundary properties often control the service properties of eng...
We consider the simulation of deformation of polycrystalline materials by grain-boundary diffusion c...
Microstructure of polycrystalline materials can be described as grain boundary (GB) networks; hence,...
Microstructure of polycrystalline materials can be described as grain boundary (GB) networks; hence,...
We consider the simulation of deformation of polycrystalline materials by grain boundary diffusion c...
yesSuggested methods describe the process of self-diffusion along grain boundaries and triple juncti...
The measurement of diffusion coefficients in today\u27s materials is complicated by the down scaling...
Due to experimental limitations, the solute distribution in polycrystalline materials is difficult t...
A continuum theory based on thermodynamics has been developed for modeling diffusional creep of poly...
The problem of calculating the effective diffusivity in nanocrystalline materials is addressed. Two ...
Analytical solutions to Fick's second law of diffusion have been simultaneously derived without the ...
Diffusion in two grain boundary networks (parallel boundaries and square grains) was considered in ...
Une approche couplée prenant en compte l’interaction de la plasticité cristalline et de la diffusion...
International audiencePolycrystalline materials with refined grain size are well known to have enhan...
abstractEN: In this Chapter, the finite element simulations of diffusion processes in homogeneous an...
Microstructural morphology and grain boundary properties often control the service properties of eng...
We consider the simulation of deformation of polycrystalline materials by grain-boundary diffusion c...
Microstructure of polycrystalline materials can be described as grain boundary (GB) networks; hence,...
Microstructure of polycrystalline materials can be described as grain boundary (GB) networks; hence,...
We consider the simulation of deformation of polycrystalline materials by grain boundary diffusion c...
yesSuggested methods describe the process of self-diffusion along grain boundaries and triple juncti...
The measurement of diffusion coefficients in today\u27s materials is complicated by the down scaling...
Due to experimental limitations, the solute distribution in polycrystalline materials is difficult t...
A continuum theory based on thermodynamics has been developed for modeling diffusional creep of poly...
The problem of calculating the effective diffusivity in nanocrystalline materials is addressed. Two ...
Analytical solutions to Fick's second law of diffusion have been simultaneously derived without the ...
Diffusion in two grain boundary networks (parallel boundaries and square grains) was considered in ...
Une approche couplée prenant en compte l’interaction de la plasticité cristalline et de la diffusion...