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The tensile strengths of heterogeneous interfaces: A comparison of static and dynamic first-principles calculations

机译:异构界面的拉伸强度:静态和动态第一性原理计算的比较

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摘要

First-principles molecular dynamics (FPMD) simulations and static quantum chemical (QC) calculations are used to evaluate the tensile strengths, σ _c, of interfaces consisting of (0001) surfaces of α-Al _2O _3 separated by small organic species. The evaluation of δ _c with FPMD was achieved by performing simulations in which the simulation cell was extending in a direction normal to the fracture plane until rupture of the interface occurred. The static QC calculations employed an approach which treated fracture of the interface as a competition between uniform extension of the simulation cell and crack formation at the rupture site, which is analogous to that used in the construction of universal binding energy relationships. The results showed that the static QC calculations accurately reproduced the FPMD simulations with respect to tensile strength and the cell extension at which rupture occurred, provided that the rupture site employed in the static calculations matched the site at which rupture occurred during the FPMD simulations. A simple strategy for identifying the rupture site, even in complex systems containing many potential rupture sites, is proposed. Overall, the work extends the calculation of tensile strengths with static QC methods to highly heterogeneous interfaces, thus providing a computationally efficient alternative to demanding FPMD simulations for this purpose.
机译:第一性原理分子动力学(FPMD)模拟和静态量子化学(QC)计算用于评估由(0001)个被小有机物隔开的α-Al_2O _3表面组成的界面的拉伸强度σ_c。通过执行以下模拟获得FPMD对δ_c的评估,在该模拟中,模拟单元在垂直于断裂面的方向上延伸,直到发生界面破裂。静态质量控制计算采用了一种方法,该方法将界面的断裂视为模拟单元的均匀延伸与破裂位置处裂纹形成之间的竞争,这类似于用于构造通用结合能关系的方法。结果表明,只要在静态计算中使用的破裂部位与FPMD模拟过程中发生破裂的部位相匹配,静态质量控制计算就可以精确地再现FPMD模拟的断裂强度和发生破裂的单元。提出了一种即使在包含许多潜在破裂部位的复杂系统中也能识别破裂部位的简单策略。总体而言,这项工作将静态QC方法的抗拉强度计算扩展到了高度异构的界面,从而为此目的提供了一种高效的计算方法来替代要求苛刻的FPMD仿真。

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