材料科学
微晶
粒度
冶金
分布(数学)
晶界强化
粒度分布
复合材料
晶界
微观结构
粒径
数学分析
数学
化学工程
工程类
作者
Babak Raeisinia,Chad W. Sinclair,Warren J. Poole,C.N. Tomé
标识
DOI:10.1088/0965-0393/16/2/025001
摘要
Recent experimental studies have reported improved combinations of strength and uniform elongation in ultrafine-grained polycrystals with bi-modal grain size distributions. Despite these results, the extent to which the grain size distribution affects macroscopic tensile response, particularly at large strains, is unclear. This issue is examined here for polycrystals with varying grain sizes and grain size distributions using a grain size dependent constitutive model within the viscoplastic self-consistent formalism. The evolution of the macroscopic and grain-level stresses and strains has been monitored as a function of the width and mean of the grain size distribution. As an example of highly heterogeneous structures, the stress–strain response of a number of bi-modal microstructures have been examined and compared with their uni-modal counterparts.
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