Atomistic Simulation of Anistropic Crystal Structures at Nanoscale

Jia Fu
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引用次数: 6

Abstract

The development of molecular modeling tools to describe and predict the mechanical properties of structural materials reveals an undeniable practical importance. It is now well recognized that such an objective can be achieved through the linking of the structure of materials at the nanoscale or with their performances. At the nanometer scale, anisotropic materials exhibit differences due to the directional arrangements of atomic structure, the force between atoms, such as van der Waals force, typical Coulomb force, and other forces. Nanoscale modeling and mechanical properties by using the density functional theory (DFT), a so-called atomic finite element method (AFEM), and the classical molecular dynamics (MD) method are especially concerned according to the modeling requirement of different crystal structures investigated. Omitting the description of these structures’ importance, elastic moduli are separately calculated by either homogenization or curve fitting of the linear portion of the stress-strain curve by the corresponding numerical simulations. This chapter is committed to introduce the modeling and simulation for calculating mechanical properties (Young’s modulus especially) of typical anisotropic crystal structures using three methods (DFT, AFEM, and MD) mentioned above. It is therefore asked to connect to the nanoscale modeling and continuous pattern of behavior by identifying the relevant output data at small scales and bringing the necessary information to higher scales.
纳米尺度各向异性晶体结构的原子模拟
描述和预测结构材料力学性能的分子建模工具的发展显示出不可否认的实际重要性。现在人们普遍认识到,这样一个目标可以通过在纳米尺度上连接材料的结构或其性能来实现。在纳米尺度下,各向异性材料由于原子结构的定向排列、原子间的作用力如范德华力、典型库仑力等作用力而表现出差异。根据所研究的不同晶体结构的建模要求,特别关注密度泛函理论(DFT)、原子有限元法(AFEM)和经典分子动力学(MD)方法的纳米尺度建模和力学性能。不考虑这些结构的重要性,通过数值模拟对应力-应变曲线的线性部分进行均匀化或拟合,分别计算弹性模量。本章致力于介绍利用上述三种方法(DFT、AFEM和MD)计算典型各向异性晶体结构的力学性能(特别是杨氏模量)的建模和仿真。因此,它被要求通过在小尺度上识别相关的输出数据,并将必要的信息带到更高的尺度上,从而连接到纳米尺度的建模和连续的行为模式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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