Theoretical investigation of the structural, elastic, electronic, and dielectric properties of alkali-metal-based bismuth ternary chalcogenides

材料科学 三元运算 带隙 半金属 半导体 价(化学) 凝聚态物理 电介质 碱金属 直接和间接带隙 电子结构 结晶学 物理 化学 量子力学 光电子学 冶金 计算机科学 程序设计语言
作者
Syam Kumar R,Akinlolu Akande,Fedwa El‐Mellouhi,Heesoo Park,Stefano Sanvito
出处
期刊:Physical Review Materials [American Physical Society]
卷期号:4 (7) 被引量:22
标识
DOI:10.1103/physrevmaterials.4.075401
摘要

The past decade has witnessed the rapid introduction of organic-inorganic hybrid compounds in photovoltaic applications. Motivated by the strong demand for stable and nontoxic materials in this class, we report a theoretical study on the structural, elastic, electronic, thermodynamic and dielectric properties of alkali-metal-based bismuth ternary chalcogenides. In particular, we employ state-of-the-art density functional theory to explore the potential of $A\mathrm{Bi}{X}_{2}$ and $A\mathrm{Bi}{X}_{3}$ ($A=\mathrm{Na}$, K and $X=$ O, S) as light-absorbing media. All the compounds under investigation are found to be thermodynamically and mechanically stable, with a semiconductor band structure. The Kohn-Sham band gaps range between 0.80 eV and 1.80 eV, when calculated with semilocal functionals, values that increase to 1.24--2.47 eV with hybrid ones. Although all but ${\mathrm{NaBiO}}_{2}$ and ${\mathrm{KBiO}}_{2}$ are indirect band-gap semiconductors, the onset of the imaginary part of their dielectric functions, the optical gap, is only marginally larger than the quasiparticle gap. This is due to the generally flat nature of both the conduction and the valence bands. We then expect these compounds to absorb light in the upper part of the visible spectrum. In all cases the valence band is dominated by $\mathrm{O}\text{\ensuremath{-}}p$ and S-$p$ orbitals and the conduction one by Bi-$p$, suggesting the possibility of excitons with low binding energy. The only exceptions are ${\mathrm{NaBiO}}_{2}$ and ${\mathrm{KBiO}}_{2}$ for which the $\mathrm{O}\text{\ensuremath{-}}p$ states dominate the density of states at both sides of the band gap.
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