B. Radhakrishnan et T. Zacharia, SIMULATION OF CURVATURE-DRIVEN GRAIN-GROWTH BY USING A MODIFIED MONTE-CARLO ALGORITHM, Metallurgical and materials transactions. A, Physical metallurgy andmaterials science, 26(1), 1995, pp. 167-180
The Monte Carlo (MC) algorithm that currently exists in the literature
for simulating curvature-driven grain growth has been modified. The m
odified algorithm results in an acceleration of the simulated grain gr
owth and an early estimate of the grain growth exponent that is close
to the theoretical value of 0.5. The upper limit of grain size distrib
utions obtained with the new algorithm is significantly lower than tha
t obtained with the old, because the new algorithm eliminates grain co
alescence during grain growth. The log-normal function provides an exc
ellent fit to the grain size distribution data obtained with the new a
lgorithm, after taking into account the anisotropy in grain boundary e
nergy.