氧化锌半导体的Hubbard模型计算

A. Ali
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引用次数: 0

摘要

为了研究Hubbard现场库仑修正对纤锌矿氧化锌结构和电子特性的影响,采用密度泛函理论(DFT)进行第一性原理计算。由于修正Zn 3d态和o2p态之间的杂化会引起结构特性的变化,因此需要建立合适的Hubbard项才能对ZnO的性质进行准确的预测。采用Hubbard校正Ud对zn2三维态和zn2二维态进行计算。这些调整是基于Wu-Cohen函数。在计算中引入Hubbard Ud和Up修正后,晶格参数与实验数据更具可比性,并被发现是准确预测的。修正项Ud和Up的组合成功地改善了纤锌矿ZnO被低估的带隙,这可能解决了与传统DFT相关的困难。实验带隙与GGA-WC+U中发现的最佳哈伯德参数之间有很强的一致性。这些参数分别为Ud = 8ev和Up = 8ev。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hubbard Model Calculations for Zinc Oxide Semiconductor
To investigate the effects of Hubbard on-site Coulombic correction on the structural and electronical characteristics of wurtzite zinc oxide, first-principles calculations using density functional theory (DFT) were carried out. Because of the changes in structural characteristics brought about by the correction of hybridization between Zn 3d and O 2p states, suitable Hubbard terms need to be constructed before one can make an accurate forecast of the properties of ZnO. The computations were carried out by applying Hubbard corrections Ud to Zn 3d states and Up to O 2p states. These adjustments were based on the Wu-Cohen functional. When the Hubbard corrections Ud and Up were introduced to the calculation, the lattice parameters were more comparable to the experimental data and were found to be accurately predicted. The combination of the correction terms Ud and Up was successful in improving the underestimated bandgap of the wurtzite ZnO, which may have solved the difficulties that are associated with the traditional DFT. There is a strong agreement between the experimental bandgap and the best Hubbard parameters that were discovered for GGA-WC+U. These parameters were found to be Ud = 8 eV and Up = 8 eV.  
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