原子半径
Atom(片上系统)
非晶态金属
半径
金属
材料科学
原子堆积因子
协调数
化学物理
化学
结晶学
无定形固体
冶金
离子
嵌入式系统
计算机科学
有机化学
计算机安全
作者
D.B. Miracle,W.S. Sanders,O.N. Senkov
标识
DOI:10.1080/1478643031000098828
摘要
Efficient atomic packing is shown to be a fundamental consideration in the formation of metallic glasses. A simple concept of packing efficiency, based on atom packing in the first coordination shell of solute-centred clusters, is proposed and developed. This model leads to the prediction that specific radius ratios, defined as the radius of the solute atom divided by the radius of the solvent atom, are preferred in the constitution of metallic glasses. Analysis of a large number of binary and complex metallic glasses shows that these specific critical radius ratios R* are indeed preferred in known metallic glasses. The predictions of this model extend previous proposals to describe the influence of topology on the formation of metallic glasses. Although this model represents a simple idealization, the strong agreement with published metallic glasses suggests that efficient atomic packing, enabled by solute-centred clusters, forms a fundamental consideration in the constitution of metallic glasses.
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