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A local Quantum-Atomistic-Continuum model for mechanical behaviors at micro-nano scale

机译:局部量子-原子-连续体模型在微纳米尺度上的力学行为

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摘要

To study non-linear mechanical properties of materials from electronic structure information, we present a physics-based sequential model in this paper. We formulate the ground state strain energy functional to extract continuum description of mechanical quantities from quantum scale. For the large-scale Kohn-Sham density functional calculation, we use linear combination of small-scale interactions to approximate the initial many-body interaction. The expansion is taken to an even-order to keep both the precision and the surface effect. In our deformation framework, the low-frequency deformation part of total displacement is decoupled from the high-frequency thermal vibration. Basic elements are determined based on complex Bravais lattice. Continuum mechanical tensors, such as the Cauchy stress and the elastic constant, are explicitly derived from discrete atomistic system. To confirm the validation of our model, we simulate 3-dimensional single copper nanowires under external tension and bending, along with comparisons against other experimental results. (C) 2015 Elsevier B.V. All rights reserved.
机译:为了从电子结构信息研究材料的非线性机械性能,我们在本文中提出了一种基于物理的顺序模型。我们公式化基态应变能函数,以从量子尺度提取机械量的连续描述。对于大规模的Kohn-Sham密度泛函计算,我们使用小规模相互作用的线性组合来近似初始的多体相互作用。扩展采用偶数顺序以保持精度和表面效果。在我们的变形框架中,总位移的低频变形部分与高频热振动解耦。基本元素基于复杂的Bravais晶格确定。连续力学张量,例如柯西应力和弹性常数,是明确地从离散的原子系统导出的。为了确认模型的有效性,我们在外部张力和弯曲下模拟了三维单铜纳米线,并与其他实验结果进行了比较。 (C)2015 Elsevier B.V.保留所有权利。

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