The present paper studies grain growth in the presence of inert particles by performing large-scale simulations using a parallel Monte Carlo Potts model. The effect of the second phase particles on the grain size distribution (GSD) is analyzed. The GSDs diverge markedly from the log-normal distribution for normal grain growth. For low volume fractions of particles, we find that the grain size distributions approach log-normal as stagnation takes hold. For the cases with a high volume fraction of particles, however, medium-size grains reach the log-normal distribution but both the lower and upper tails strongly diverge from the log-normal distribution over time.ope
Grain growth experiments and simulations exhibit self-similar grain size distributions quite differe...
Hillert (I) recently reviewed the analytical models for particle inhibition of grain growth and conc...
In this paper, a modified Monte Carlo simulation is developed for studying grain growth in presence ...
The present paper studies grain growth in the presence of inert particles by performing large-scale ...
The pinning effect of small incoherent particles on grain growth in two-dimensional polycrystalline ...
Earlier work on the effects of insoluble second phase particles on grain growth is extended to inves...
An analytical study of grain growth dynamics complemented with Vertex simulations is presented in th...
The size distribution of grains is a fundamental characteristic of polycrystalline solids. In the ab...
Second phase particles and solute atoms have been used as an important constituent in the design of ...
For the first time, the pinning effect of small spheroid particles with aspect ratios 1, 2 and 3 on ...
A theoretical relationship is derived between the kinetics of normal grain growth and the size distr...
The existence of a ‘Hillert regime’ in 3D normal grain growth, where the grain size distributions (G...
For the first time, the pinning effect of small spheroid particles with aspect ratios 1, 2 and 3 on ...
A phase field model for grain growth in materials containing inert, immobile particles has been impl...
[From the Introduction] The microstructures of metallic and ceramic materials are known to be strong...
Grain growth experiments and simulations exhibit self-similar grain size distributions quite differe...
Hillert (I) recently reviewed the analytical models for particle inhibition of grain growth and conc...
In this paper, a modified Monte Carlo simulation is developed for studying grain growth in presence ...
The present paper studies grain growth in the presence of inert particles by performing large-scale ...
The pinning effect of small incoherent particles on grain growth in two-dimensional polycrystalline ...
Earlier work on the effects of insoluble second phase particles on grain growth is extended to inves...
An analytical study of grain growth dynamics complemented with Vertex simulations is presented in th...
The size distribution of grains is a fundamental characteristic of polycrystalline solids. In the ab...
Second phase particles and solute atoms have been used as an important constituent in the design of ...
For the first time, the pinning effect of small spheroid particles with aspect ratios 1, 2 and 3 on ...
A theoretical relationship is derived between the kinetics of normal grain growth and the size distr...
The existence of a ‘Hillert regime’ in 3D normal grain growth, where the grain size distributions (G...
For the first time, the pinning effect of small spheroid particles with aspect ratios 1, 2 and 3 on ...
A phase field model for grain growth in materials containing inert, immobile particles has been impl...
[From the Introduction] The microstructures of metallic and ceramic materials are known to be strong...
Grain growth experiments and simulations exhibit self-similar grain size distributions quite differe...
Hillert (I) recently reviewed the analytical models for particle inhibition of grain growth and conc...
In this paper, a modified Monte Carlo simulation is developed for studying grain growth in presence ...