分子动力学
材料科学
原子间势
弹性模量
微晶
Crystal(编程语言)
泊松分布
单晶
热力学
统计物理学
压力(语言学)
模数
张力(地质)
泊松比
方向(向量空间)
极限抗拉强度
物理
计算化学
数学
化学
结晶学
复合材料
几何学
计算机科学
统计
量子力学
语言学
冶金
程序设计语言
哲学
作者
Liam S. Morrissey,Sam Nakhla
标识
DOI:10.1080/08927022.2020.1836370
摘要
The choice of a proper interatomic potential is critical to obtaining accurate and realistic molecular dynamics results. However, previous studies that have tested the suitability of a potential to predict mechanical properties often do so using elastic constants from a triaxial stress state that ignores Poisson's effect. While this method is suitable it is not consistent with macroscale experimental methods and cannot provide the complete loading behaviour. Further, there is a lack of knowledge as to whether accuracy in predicting elastic constants from a fixed volume condition indicates accuracy for elastic moduli from uniaxial tensile simulations. Moreover, those studies that did account for Poisson's effect studied only one crystal orientation and thus assumed potential accuracy is independent of crystal orientation. Results from the current study demonstrated that accuracy of a potential is dependent on the crystal direction. Further, the most accurate potentials for elastic constants calculated using a fixed volume condition were not necessarily the most accurate at predicting elastic moduli from a physically realisable tension test. Finally, the Voigt Reuss Hill (VRH) method was shown to accurately predict polycrystalline mechanical properties from single crystal data as a function of temperature.
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