arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2003.00471cond-mat.mes-hall
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量子纳米结构的第一性原理有效质量近似

First-principles-derived effective mass approximation for the improved description of quantum nanostructures

Hyeonwoo Yeo, Jun Seong Lee, Muhammad Ejaz Khan, Hyo Seok Kim, Duk Young Jeon, Yong-Hoon Kim

摘要:

有效质量近似(EMA)是一种有效的计算方法,可以用来研究那些尺寸太大而不能用第一性原理计算处理的半导体纳米结构,但是对于给定的纳米结构,如何准确可靠地引入EMA参数还有待研究。在这里,我们报告的EMA方法的基础上的第一性原理导出的数据,这使得量子纳米结构的光电性能的准确预测。对于CdS/ZnS核/壳量子棒,我们最近报道了它的实验合成,我们首先进行密度泛函理论(DFT)计算的无限纳米线,以获得纳米尺度的介电常数,有效质量,和Kohn-Sham势。然后将DFT导出的数据转移到有限纳米棒的情况下,建立EMA方程,从中我们估计光致发光(PL)特性。与基于体EMA参数和突变势的相应方法相比,我们证实了我们的EMA方法更准确地描述了纳米棒的PL特性。我们发现,与实验观察到的趋势一致,纳米棒的光学带隙大致由纳米棒直径决定,并且PL强度随着纳米棒长度的增加而降低。所开发的方法也适用于CdSe纳米片,可靠的实验数据最近成为可用。在这里,我们再次获得计算和测量的光学间隙值之间的良好协议,确认我们的方法的一般性。它最后表明,突然限制势近似最不利地影响EMA模拟的准确性。

英文摘要:

The effective mass approximation (EMA) could be an efficient method for the computational study of semiconductor nanostructures with sizes too large to be handled by first-principles calculations, but the scheme to accurately and reliably introduce EMA parameters for given nanostructures remains to be devised. Herein, we report on an EMA approach based on first-principles-derived data, which enables accurate predictions of the optoelectronic properties of quantum nanostructures. For the CdS/ZnS core/shell quantum rods, for which we recently reported its experimental synthesis, we first carry out density functional theory (DFT) calculations for an infinite nanowire to obtain the nanoscopic dielectric constant, effective mass, and Kohn-Sham potential. The DFT-derived data are then transferred to the finite nanorod cases to set up the EMA equations, from which we estimate the photoluminescence (PL) characteristics. Compared with the corresponding method based on bulk EMA parameters and abrupt potential, we confirm that our EMA approach more accurately describes the PL properties of nanorods. We find that, in agreement with the experimentally observed trends, the optical gap of nanorods is roughly determined by the nanorod diameter and the PL intensity is reduced with increasing the nanorod length. The developed methodology is additionally applied to CdSe nanoplatelets, where reliable experimental data became recently available. Here, we again obtain excellent agreements between calculated and measured optical gap values, confirming the generality of our approach. It is finally shown that the abrupt confinement potential approximation most adversely affects the accuracy of EMA simulations.

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