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Gap Prediction in Hybrid Graphene-Hexagonal Boron Nitride Nanoflakes Using Artificial Neural Networks

机译:利用人工神经网络杂交石墨烯 - 六边形氮化物氮化物氮化物的差距预测

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摘要

The electronic properties of graphene nanoflakes (GNFs) with embedded hexagonal boron nitride (hBN) domains are investigated by combined ab initio density functional theory calculations and machine-learning techniques. The energy gaps of the quasi-0D graphene-based systems, defined as the differences between LUMO and HOMO energies, depend not only on the sizes of the hBN domains relative to the size of the pristine graphene nanoflake but also on the position of the hBN domain. The range of the energy gaps for different configurations increases as the hBN domains get larger. We develop two artificial neural network (ANN) models able to reproduce the gap energies with high accuracies and investigate the tunability of the energy gap, by considering a set of GNFs with embedded rectangular hBN domains. In one ANN model, the input is in one-to-one correspondence with the atoms in the GNF, while in the second model the inputs account for basic structures in the GNF, allowing potential use in upscaled systems. We perform a statistical analysis over different configurations of ANNs to optimize the network structure. The trained ANNs provide a correlation between the atomic system configuration and the magnitude of the energy gaps, which may be regarded as an efficient tool for optimizing the design of nanostructured graphene-based materials for specific electronic properties.
机译:通过组合AB初始密度泛函理论计算和机器学习技术研究了具有嵌入六方氮化硼(HBN)结构域的石墨烯纳米薄膜(GNF)的电子性质。基于准0D石墨烯的系统的能量差距,定义为Lumo和Homo能量之间的差异,不仅取决于HBN结构域的尺寸相对于原始石墨烯纳米叶片的尺寸,而且取决于HBN的位置领域。随着HBN域变大,不同配置的能量间隙的范围增加。我们开发了两个人工神经网络(ANN)模型,能够通过考虑一组具有嵌入式矩形HBN域的GNF来再现高精度的间隙能量,并研究能量隙的可调性。在一个ANN模型中,输入与GNF中的原子一对一的对应关系,而在第二模型中,输入占GNF中的基本结构的输入,允许在升高系统中使用潜在使用。我们对不同的ANN配置进行统计分析,以优化网络结构。训练的ANN提供原子系统配置与能量间隙的幅度之间的相关性,这可以被认为是优化基于纳米结构基质的设计的有效工具,用于特定的电子特性。

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