M. Ichimura et Y. Sasajima, Monte Carlo simulation of hydrogen diffusivity in aluminum with anisotropic grain boundaries, JPN J A P 1, 37(11), 1998, pp. 6107-6110
The hydrogen diffusivity in polycrystalline aluminum is simulated by the Mo
nte Carlo method based on the random walk theory. We have previously perfor
med a simulation of hydrogen diffusivity in aluminum with isotropic grain b
oundaries, known as the grain boundary cross (GBC) effect. In this study, a
similar diffusivity simulation of a sample with anisotropic grain boundari
es is pel formed. The anisotropy of grains corresponds well with the column
ar grains in the real specimens for which the diffusivity peak was measured
. For samples with anisotropic grain-shapes, the hydrogen diffusivity is en
hanced along the longer side of grain boundaries for larger grains, and is
increasingly suppressed by trapping at grain boundary junctions for smaller
grains. This results in a complicated or disordered peak at some intermedi
ate grain sizes. This is termed the grain boundary anisotropic (GBA) effect
. An examination of these simulation results supports and confirms the anis
otropic qualities of the GBC effect previously determined experimentally by
us.