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首页> 外文期刊>Structural Chemistry >Diamondoids approach to electronic, structural, and vibrational properties of GeSi superlattice nanocrystals: a first-principles study
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Diamondoids approach to electronic, structural, and vibrational properties of GeSi superlattice nanocrystals: a first-principles study

机译:类金刚石法研究GeSi超晶格纳米晶体的电子,结构和振动特性:一项第一性原理研究

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摘要

Germanium silicide diamondoids are used to determine electronic, structural, and vibrational properties of GeSi superlattice nanocrystals and bulk as their building block limit. Density functional theory at the generalized gradient approximation level of Perdew, Burke, and Ernzerhof (PBE) with 6-31G(d) basis including polarization functions is used to investigate the electronic structure of these diamondoids. The investigated molecules and diamondoids range from GeSiH6 to Ge63Si63H92. The variation of the energy gap is shown from nearly 7 eV toward bulk value which is slightly higher than the average of Si and Ge energy gaps. Variations of bond lengths, tetrahedral, and dihedral angles as the number of atoms increases are shown taking into account the effect of shape fluctuations. Localized and delocalized electronic charge distribution and bonds for these molecules are discussed. Vibrational radial breathing mode (RBM) converges from its initial molecular value at 332 cm(-1) to its bulk limit at 0 cm(-1) (blue shift). Longitudinal optical-highest reduced mass mode (HRMM) converges from its initial molecular value 332 cm(-1) to experimental bulk limit at 420.7 cm(-1) (red shift). Hydrogen vibrational modes are nearly constant in their frequencies as the size of diamondoids increases in contrast with lower frequency Ge-Si vibrational modes. GeSi diamondoids can be identified from surface hydrogen vibrational modes fingerprint, while the size of these diamondoids can be identified from Ge-Si vibrational modes.
机译:硅化锗类金刚石用于确定GeSi超晶格纳米晶体和块体的电子,结构和振动特性,作为其基本组成部分极限。利用泛函近似理论在Perdew,Burke和Ernzerhof(PBE)的基础上,以6-31G(d)为基础,包括极化函数,来研究这些类金刚石的电子结构。研究的分子和类固醇的范围从GeSiH6到Ge63Si63H92。显示出能隙的变化是从接近7 eV到体值,该值略高于Si和Ge能隙的平均值。考虑到形状波动的影响,显示了键长,四面体和二面角随原子数的增加而变化。讨论了这些分子的局部和非局部电子电荷分布和键。径向振动呼吸模式(RBM)从其初始分子值在332 cm(-1)收敛到其体积极限在0 cm(-1)(蓝移)。纵向光学最高减少质量模式(HRMM)从其初始分子值332 cm(-1)收敛到实验体积极限,为420.7 cm(-1)(红移)。与较低频率的Ge-Si振动模式相比,随着类金刚石尺寸的增加,氢振动模式的频率几乎恒定。可以从表面氢振动模式指纹识别GeSi类金刚石,而可以从Ge-Si振动模式识别这些类金刚石的大小。

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