Schuh Christopher A, Lund Alan C
Department of Materials Science and Engineering, Massachusetts Institute of Technology, 77 Massachusetts Avenue, Cambridge, Massachusetts 02139, USA.
Nat Mater. 2003 Jul;2(7):449-52. doi: 10.1038/nmat918.
Because of their disordered atomic structure, amorphous metals (termed metallic glasses) have fundamentally different deformation mechanisms compared with polycrystalline metals. These different mechanisms give metallic glasses high strength, but the extent to which they affect other macroscopic deformation properties is uncertain. For example, the nature of the plastic-yield criterion is a point of contention, with some studies reporting yield behaviour roughly in line with that of polycrystalline metals, and others indicating strong fundamental differences. In particular, it is unclear whether pressure- or normal stress-dependence needs to be included in the plastic-yield criterion of metallic glasses, and how such a dependence could arise from their disordered structure. In this work we provide an atomic-level explanation for pressure-dependent yield in amorphous metals, based on an elementary unit of deformation. This simple model compares favourably with new atomistic simulations of metallic glasses, as well as existing experimental data.
由于其无序的原子结构,非晶态金属(称为金属玻璃)与多晶金属相比具有根本不同的变形机制。这些不同的机制赋予金属玻璃高强度,但它们对其他宏观变形性能的影响程度尚不确定。例如,塑性屈服准则的本质是一个有争议的问题,一些研究报告的屈服行为大致与多晶金属的屈服行为一致,而另一些研究则表明存在很大的根本差异。特别是,尚不清楚在金属玻璃的塑性屈服准则中是否需要考虑压力或正应力依赖性,以及这种依赖性如何从其无序结构中产生。在这项工作中,我们基于一个基本变形单元,对非晶态金属中与压力相关的屈服提供了一个原子层面的解释。这个简单模型与金属玻璃的新原子模拟以及现有实验数据相比表现良好。