DFT+U study of small ZnO nanoclusters

M. Sharma, D. Mishra
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引用次数: 1

Abstract

We present a DFT+U study of the structural and electronic properties for small ZniOi nanoclusters, where i = 2 to 9. The Hubbard model (DFT+U) provides an on-site Coulomb correction to remedy some of the drawbacks of conventional GGA functionals, such as the underestimation of band-gaps. The Hubbard corrections were applied to both Zn-3d and O-2p orbitals resulting in improved predictions of properties. DFT+U provides an inexpensive way to accurately reproduce the measured properties as compared to the more expensive hybrid functionals. This plays a huge role in the development of High-Throughput Quantum-Mechanics (HTQM).We present a DFT+U study of the structural and electronic properties for small ZniOi nanoclusters, where i = 2 to 9. The Hubbard model (DFT+U) provides an on-site Coulomb correction to remedy some of the drawbacks of conventional GGA functionals, such as the underestimation of band-gaps. The Hubbard corrections were applied to both Zn-3d and O-2p orbitals resulting in improved predictions of properties. DFT+U provides an inexpensive way to accurately reproduce the measured properties as compared to the more expensive hybrid functionals. This plays a huge role in the development of High-Throughput Quantum-Mechanics (HTQM).
ZnO纳米团簇的DFT+U研究
我们提出了一个DFT+U研究小的ni纳米团簇的结构和电子特性,其中i = 2至9。Hubbard模型(DFT+U)提供了现场库仑校正,弥补了传统GGA函数的一些缺点,例如对带隙的低估。哈伯德修正被应用于Zn-3d和O-2p轨道,从而改进了对性质的预测。与更昂贵的混合函数相比,DFT+U提供了一种廉价的方法来准确地再现所测量的特性。这对高通量量子力学(HTQM)的发展起着巨大的作用。我们提出了一个DFT+U研究小的ni纳米团簇的结构和电子特性,其中i = 2至9。Hubbard模型(DFT+U)提供了现场库仑校正,弥补了传统GGA函数的一些缺点,例如对带隙的低估。哈伯德修正被应用于Zn-3d和O-2p轨道,从而改进了对性质的预测。与更昂贵的混合函数相比,DFT+U提供了一种廉价的方法来准确地再现所测量的特性。这对高通量量子力学(HTQM)的发展起着巨大的作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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