Yoo SangHyuk, Lee Byeongchan, Kang Keonwook
School of Mechanical Engineering, Yonsei University, Seoul, 03722, Republic of Korea.
Department of Mechanical Engineering, Kyung Hee University, Yongin-si, Gyeonggi, 17104, Republic of Korea.
Nanotechnology. 2021 Apr 27;32(29). doi: 10.1088/1361-6528/abf26d.
Silicene, a graphene-like 2D material made from Si atoms, has been fabricated and studied for its promising applications in micro/nanoelectronics. For the reliable function of silicene devices, it is important to investigate silicene's mechanical properties. In this study, the authors conducted density functional theory (DFT) simulations of mechanical tests of silicene and investigated the elastic modulus and mechanical response such as structural transformation. In addition, the authors optimized the Tersoff potential parameters using a gradient-based minimization with a grid search method in hyperdimensional parameter space, to match the DFT calculation results in the elastic regime. With the new parameter set, the elastic moduli of silicene in the zigzag (ZZ) and armchair (AC) directions were computed with molecular statics (MS) simulations and compared with those of other Si interatomic potential models and DFT results. In addition, uniaxial tensile tests along the ZZ and AC directions were performed to examine how far the Tersoff model is transferable with our new parameter set to describe the nonlinear mechanical behavior of silicene. The results of uniaxial tensile tests suggest that the angle penalty function in the Tersoff model needs to be modified and that the stress-strain curve predicted with this modification shows improvement compared to the original function.
硅烯是一种由硅原子构成的类似石墨烯的二维材料,已被制备并因其在微纳电子学中的潜在应用而受到研究。对于硅烯器件的可靠功能而言,研究硅烯的力学性能很重要。在本研究中,作者对硅烯的力学测试进行了密度泛函理论(DFT)模拟,并研究了弹性模量和诸如结构转变等力学响应。此外,作者在超维参数空间中使用基于梯度的最小化和网格搜索方法优化了Tersoff势参数,以使其在弹性区域与DFT计算结果相匹配。利用新的参数集,通过分子静力学(MS)模拟计算了硅烯在锯齿形(ZZ)和扶手椅形(AC)方向上的弹性模量,并与其他硅原子间势模型的结果以及DFT结果进行了比较。此外,沿ZZ和AC方向进行了单轴拉伸试验,以检验Tersoff模型在使用我们的新参数集时能够在多大程度上描述硅烯的非线性力学行为。单轴拉伸试验结果表明,Tersoff模型中的角度罚函数需要修正,并且经此修正预测的应力-应变曲线与原始函数相比有改进。