4.5 Article

Molecular dynamics studies on mechanical properties and deformation mechanism of graphene/aluminum composites

期刊

COMPUTATIONAL MATERIALS SCIENCE
卷 211, 期 -, 页码 -

出版社

ELSEVIER
DOI: 10.1016/j.commatsci.2022.111487

关键词

Graphene; Aluminum composites; Mechanical properties; Curvature; Deformation mechanism; Molecular dynamics simulation

资金

  1. JST PRESTO [JPMJPR2199]
  2. JSPS KAK-ENHI [JP20K04174]
  3. Center for Gender Equality Promotion at University of Fukui

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In this study, the mechanical properties of graphene/aluminum (Gr/Al) composites were investigated using molecular dynamics simulations. The addition of graphene significantly improved the stiffness and strength of the composites by preventing the propagation of dislocations at the interface. The deformation mechanism of the composites, as well as the dislocation movement in the aluminum matrix and the deformation characteristics of graphene, were studied.
In this study, the mechanical properties of a graphene/aluminum (Gr/Al) composite under uniaxial tension and compression were investigated using molecular dynamics (MD) simulations. Six different simulation models were used to investigate whether the addition of graphene significantly improved the stiffness and strength of Gr/Al composites. Moreover, the results show that the existence of a graphene layer can effectively prevent the propagation of dislocations at the interface, thus improving the mechanical properties of the composites. The deformation mechanism of the composites was studied by comparing the effects of the deformation behavior, compressive stress, and dislocation. The dislocation movement of the Al matrix during compression was further investigated. It was determined that stair-rod and Hirth dislocations occurred in the Al matrix, and the graphene layers exhibited bulging and kink deformation. Furthermore, the mean curvature and Gaussian curvature of the compressed graphene surface were measured, and the deformation characteristics of graphene in the composites were considered using the geometric method. We applied a new method to calculate the surface curvature and mechanical material deformation.

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