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作 者:ASAD Ullah LIU GuoQuan WANG Hao MATIULLAH Khan DIL Faraz Khan M ZUBAIR Iqbal
机构地区:[1]School of Materials Science and Engineering,University of Science and Technology Beijing [2]Department of Mathematics,Karakoram International University Gilgit-Baltistan [3]State Key Laboratory for Advanced Metals and Materials,University of Science and Technology Beijing [4]Department of Physics,University of Science and Technology Bannu [5]School of Applied Sciences,University of Science and Technology Beijing
出 处:《Chinese Science Bulletin》2013年第30期3704-3708,共5页
基 金:supported by the National Natural Science Foundation of China(51071019,50901008 and 50871017)
摘 要:A new grain topology-size relationship in three-dimensional(3D)polycrystalline microstructures has recently been established by considering the effects of non-random first nearest neighbor grains.In this contribution,a generalized form for this relationship is presented by considering the interactions of kth(k=1,2,3…)nearest neighbor grains,and large scale Monte Carlo-Potts model simulation is used to investigate the general neighborhood topological effect on the topology-size relationship.The results show that,unlike their first nearest neighbors(k=1),the topological correlations of 3D grains with their kth layers(k 2)of nearest-neighbors may have trivial effect on the topology-size relationship.A new grain topology-size relationship in three-dimensional (3D) polycrystalline microstructures has recently been established by considering the effects of non-random first nearest neighbor grains. In this contribution, a generalized form for this relationship is presented by considering the interactions of kth (k= 1, 2, 3...) nearest neighbor grains, and large scale Monte Carlo-Potts model simulation is used to investigate the general neighborhood topological effect on the topology-size relationship. The results show that, unlike their first nearest neighbors (k=l), the topological correlations of 3D grains with their kth layers (k≥2) of nearest-neighbors may have trivial effect on the topology-size relationship.
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