首页> 外文期刊>Superlattices and microstructures >Interlayer interaction and mechanical properties in multi-layer graphene, Boron-Nitride, Aluminum-Nitride and Gallium-Nitride graphene-like structure: A quantum-mechanical DFT study
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Interlayer interaction and mechanical properties in multi-layer graphene, Boron-Nitride, Aluminum-Nitride and Gallium-Nitride graphene-like structure: A quantum-mechanical DFT study

机译:多层石墨烯,氮化硼,氮化铝和氮化镓镓类石墨烯结构中的层间相互作用和力学性能:量子力学DFT研究

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摘要

In present study, we investigated mechanical, electronic and interlayer properties of mono, bi and 31ayer of Boron-Nitride (B-N), Aluminum-Nitride (Al-N) and Gallium-Nitride (Ga-N) graphene sheets and compared these results with results obtained from carbonic graphenes (C-graphenes). For reaching this purpose, first we optimized the geometrical parameters of these graphenes by using density functional theory (DFT) method. Then we calculated Young's modulus of graphene sheet by compressing and then elongating these sheets in small increment. Our results indicates that Young's modulus of graphenes didn't changed obviously by increasing the number of layer sheet. We also found that carbonic graphene has greatest Young's modulus among another mentioned sheets because of smallest equilibrium distance between its elements. Next we modeled the van der Waals interfacial interaction exist between two sheets with classical spring model by using general form of Lennard-Jones (L-J) potential for all of mentioned graphenes. For calculating L-J parameters (ε and σ), the potential energy between layers of mentioned graphene as a function of the separation distance was plotted. Moreover, the density of states (DOS) are calculated to understand the electronic properties of these systems better.
机译:在本研究中,我们研究了氮化硼(BN),氮化铝(Al-N)和氮化镓(Ga-N)石墨烯片的单,双和31ayer的机械,电子和层间性能,并将这些结果与从碳石墨烯(C-石墨烯)获得的结果。为了达到这个目的,我们首先使用密度泛函理论(DFT)方法优化了这些石墨烯的几何参数。然后,我们通过压缩然后小幅拉伸这些薄片来计算石墨烯薄片的杨氏模量。我们的结果表明,通过增加层数,石墨烯的杨氏模量没有明显改变。我们还发现,碳石墨烯在其他提到的薄片中具有最大的杨氏模量,因为其元素之间的平衡距离最小。接下来,我们通过使用所有提到的石墨烯的一般形式的Lennard-Jones(L-J)势,用经典的弹簧模型对两个板之间存在的范德华界面相互作用进行建模。为了计算L-J参数(ε和σ),绘制了所述石墨烯层之间的势能与分离距离的关系。此外,计算状态密度(DOS)可以更好地了解这些系统的电子特性。

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