利用纳米压痕法研究多晶石墨烯的断裂机理和力学性能:分子动力学研究

IF 0.5 Q4 ENGINEERING, MULTIDISCIPLINARY
Yingsheng Wang, Yongkun Liu, Sha Ding
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引用次数: 0

摘要

晶界的随机性使得人们很难就多晶石墨烯(PG)的力学性能达成广泛共识。本文基于 Voronoi 图原理,建立了不同晶粒尺寸的石墨烯模型,并通过分子动力学(MD)研究了其断裂机理和力学性能。结果表明,PG 的裂纹起始点总是位于晶界的多个交界处,而 PG 的裂纹扩展和断裂模式不仅主要取决于压头的相对尺寸,还取决于压头与晶界的相对位置。此外,还研究了晶粒大小、压痕速度、温度和压头直径对力学性能的影响,结果显示出一些有趣的、不同于拉伸情况的现象,例如晶粒大小似乎对力学性能没有规律性的影响。此外,极限压痕力、压痕深度和断口随压头直径和压痕速度的增加而增加,随温度的增加而减少。但在弹性模量方面,随着压头直径和压入速度的增大,弹性模量呈下降趋势,而随着温度的升高,弹性模量先增大后减小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Research on fracture mechanism and mechanical properties of polycrystalline graphene by nanoindentation: A molecular dynamics study
Randomness of grain boundaries makes it difficult to reach a broad consensus about mechanical properties of polycrystalline graphene (PG). In the present paper, based on principle of Voronoi diagram, the models of PG with different grain sizes were established, and the fracture mechanism and mechanical properties were investigated by molecular dynamics (MD). The results showed that the crack initiation point of PG always located at the multiple junction of grain boundaries, and the crack propagation and fracture mode of PG was mainly dependent on not only the relative size but also the relative location of the indenter and grain boundaries. Additionally, the effects of grain size, indentation speed, temperature and indenter diameter on the mechanical properties were studied, which showed some interesting and different phenomena from the tensile case, e.g., the grain size seems no regular effect on mechanical properties. Furthermore, the ultimate indentation force, indentation depth and fracture showed an increase trend with the increase of indenter diameter and indentation speed, while they decreased with the increase of temperature. But when it came to the elastic modulus, it showed a decreasing trend with the increase of indenter diameter and indentation speed, while it first increased and then decreased with the increase of temperature.
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来源期刊
CiteScore
0.80
自引率
0.00%
发文量
152
期刊介绍: The major goal of the Journal of Computational Methods in Sciences and Engineering (JCMSE) is the publication of new research results on computational methods in sciences and engineering. Common experience had taught us that computational methods originally developed in a given basic science, e.g. physics, can be of paramount importance to other neighboring sciences, e.g. chemistry, as well as to engineering or technology and, in turn, to society as a whole. This undoubtedly beneficial practice of interdisciplinary interactions will be continuously and systematically encouraged by the JCMSE.
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