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The Influence of the Exterior Surface on Grain Boundary Mobility Measurements

机译:外表面对晶界移动测量的影响

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Polycrystalline materials typically contain a very large number of grains whose surrounding grain boundaries evolve over time to reduce the overall energy of the microstructure. The evolution of the microstructure is influenced by the motion of the exterior surface since the grain boundaries couple to the exterior surface of the specimen; these effects can be appreciable especially in thin specimens. We model these effects using the classical framework of Mullins, in which grain boundaries move by mean curvature motion, V_n = An, and the exterior surface evolves by surface diffusion, V_n = —BΔ_sk. Here V_n and denote the normal velocity and the mean curvature of the respective evolving surfaces, and As is the surface Laplacian. A classical way to determine A, the "reduced mobility," is to make measurements based on the half-loop bicrystalline geometry. In this geometry one of the two grains, which embedded within the other, recedes at a roughly constant rate which can provide an estimate for A. In this note, we report on findings concerning the effects of the exterior surface on grain boundary motion and mobility measurements in the context of the half-loop bicrystalline geometry. We assume that the ratio of grain boundary energy to the exterior surface energy is small, and suitable assumptions are made of the specimen aspect ratio.
机译:多晶材料通常含有大量的晶粒,其周围的晶界随着时间的推移而发展,以降低微观结构的整体能量。微观结构的演变受外表面运动的影响,因为晶界耦合到样本的外表面;这些效果可以是可观的,特别是在薄样本中。我们使用Mullins的经典框架来模拟这些效果,其中晶界通过平均曲率运动而移动,V_N = A,外表面通过表面扩散而演变,V_N =-BΔ_SK。这里V_N表示正常速度和相应的演化表面的平均曲率,以及表面Laplacian。确定a,“减少移动性”的古典方式是基于半环Bicrystalline几何进行测量。在这种几何形状中,其中嵌入在另一个颗粒中的一个,以大致恒定的速率回收,这可以提供A的估计。在本说明中,我们报告了关于外表面对晶界运动和移动性的影响的研究结果半环BICRYSTALLINE几何中的测量。我们假设晶界能量与外表能量的比率小,并且具有适当的假设是由样本纵横比制成的。

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