β-Si3N4电子结构和光学性质的第一性原理研究

采用基于密度泛函的平面波赝势方法(PWP)和广义梯度近似(GGA),计算了β相氮化硅(β-Si3N4)的电子结构和光学性质,得到的晶格常数、能带结构等均与实验结果较好符合.进一步还研究了β-Si3N4的光吸收系数以及禁带宽度随外压力的变化规律,为β-Si3N4材料在高压条件下的应用提供了理论参考.     

点缺陷对单层MoS2电子结构及光学性质的影响研究

采用基于第一性原理的贋势平面波方法,对不同类型点缺陷单层MoS2电子结构、能带结构、态密度和光学性质进行计算。计算结果表明：单层MoS2属于直接带隙半导体,禁带宽度为1.749ev,V-Mo缺陷的存在使得MoS2转化为间接带隙Eg=0.671eV的p型半导体,V-S缺陷MoS2的带隙变窄为Eg=0.974eV,S-Mo缺陷的存在使得MoS2转化为间接带隙Eg=0.482eV; Mo-S缺陷形成Eg=0.969eV直接带隙半导体,费米能级上移靠近价带。 费米能级附近的电子态密度主要由Mo的4d态和s的3p态电子贡献。光学性质计算表明：空位缺陷对MoS2的光学性质影响最为显著,可以增大MoS2的静态介电常数、折射率n0和反射率,降低吸收系数和能量损失。     

β-Si3N4电子结构和光学性质的第一性原理研究

采用基于密度泛函的平面波赝势方法(PWP)和广义梯度近似(GGA),计算了β相氮化硅(β-Si₃N₄)的电子结构和光学性质,得到的晶格常数、能带结构等均与实验结果较好符合.进一步还研究了β-Si₃N₄的光吸收系数以及禁带宽度随外压力的变化规律,为β-Si₃N₄材料在高压条件下的应用提供了理论参考.关键词：β相氮化硅电子结构能带结构光学性质     

缺陷对单层MoS2电子结构的影响

为了研究缺陷对单层MoS2的电子结构, 本文基于密度泛函理论框架下的第一性原理, 采用数值基组的方法计算了MoS2的Mo位缺陷、S位缺陷的能带结构和态密度.结果发现：Mo位缺陷、S位缺陷的MoS2的能带结构中的价带顶与导带底都在Q点, 为直接带隙材料; 其中Mo位缺陷体的禁带区域都出现5条新能级, S位缺陷体的禁带区域出现了3条新能级; 缺陷体能带结构的能量下降与体系中未成键的电子有关.对于态密度而言, Mo位缺陷体的费米能级处出现了峰值, 表明Mo位缺陷会对其光电性质带来影响.同时分析电荷分布发现, Mo缺陷周围存在着负电荷聚集的现象, S缺陷周围存在正电荷聚集的现象.     

La-N共掺杂锐钛矿相TiO_2的电子结构及光学性质的第一性原理研究

利用基于密度泛函理论的第一性原理平面波超软赝势方法对锐钛矿相TiO_2、La单掺杂及La-N共掺杂锐钛矿相TiO_2的电子结构进行计算,分析La单掺杂及La-N共掺杂对锐钛矿相TiO_2的晶体结构、能带、态密度、差分电荷密度和光吸收性质的影响.结果表明,掺杂后TiO_2的晶格发生畸变,原子间键长的变化使晶格发生膨胀;掺杂后TiO_2的禁带宽度减小,并在禁带中引入杂质能级,导致TiO_2的吸收图谱产生红移现象;与La单掺杂相比,La-N共掺杂锐钛矿相TiO_2的红移程度增强.     

La-N共掺杂锐钛矿相TiO2的电子结构及光学性质的第一性原理研究

利用基于密度泛函理论的第一性原理平面波超软赝势方法对锐钛矿相TiO2、La单掺杂及La-N共掺杂锐钛矿相TiO2的电子结构进行计算,分析La单掺杂及La-N共掺杂对锐钛矿相TiO2的晶体结构、能带、态密度、差分电荷密度和光吸收性质的影响. 结果表明,掺杂后TiO2的晶格发生畸变,原子间键长的变化使晶格发生膨胀;掺杂后TiO2的禁带宽度减小,并在禁带中引入杂质能级,导致TiO2的吸收图谱产生红移现象;与La单掺杂相比,La-N共掺杂锐钛矿相TiO2的红移程度增强.     

Cu2Se电子结构和光学性质的第一性原理计算

采用基于密度泛函理论(DFT)的第一性原理的平面超赝势方法计算研究了Cu2Se的电子结构、态密度和光 学性质。能带结构分析表明Cu2Se为半金属、上价带主要由Se的4p电子构成下价带主要由Cu的3d电子构成静态介电常数为1.41折射率为7.74吸收系数在可见光范围内最小值为1×105cm−1且在高能区对光子的吸收减小为零其电子能量损失峰在26.84eV正好对应反射系数急剧下降的位置光电导率的波谷出现的能量范围与前面的吸收系数和消光系数的峰值和波谷出现的位置完全对应。     

Cu2Se电子结构和光学性质的第一性原理计算

采用基于密度泛函理论(DFT)的第一性原理的平面超赝势方法计算研究了Cu2Se的电子结构、态密度和光 学性质。能带结构分析表明Cu2Se为半金属、上价带主要由Se的4p电子构成下价带主要由Cu的3d电子构成静态介电常数为1.41折射率为7.74吸收系数在可见光范围内最小值为1×105cm−1且在高能区对光子的吸收减小为零其电子能量损失峰在26.84eV正好对应反射系数急剧下降的位置光电导率的波谷出现的能量范围与前面的吸收系数和消光系数的峰值和波谷出现的位置完全对应。     

Sc2O3电子结构和光学性质的第一性原理研究

本文基于第一性原理平面波赝势(PWP)和广义梯度近似(GGA)方法,研究了Sc2O3的电子结构、态密度和光学性质.计算结果表明:Sc2O3是一种直接带隙半导体,其能带宽度为3.79 eV,价带顶部主要由O的2p和Sc的3p3d杂化而成,导带主要由Sc的3d和O的2p构成.同时,文中也分析了Sc2O3的介电函数、折射率、光电导率和吸收谱等光学性质.计算得到静态介电常数ε1(0)=1.57,折射率n0 =1.25,在紫外区有较大的吸收系数.     

Sc2O3电子结构和光学性质的第一性原理研究

本文基于第一性原理平面波赝势(PWP)和广义梯度近似(GGA)方法,研究了Sc2O3的电子结构、态密度和光学性质. 计算结果表明：Sc2O3是一种直接带隙半导体,其能带宽度为3.79eV,价带顶部主要由O的2p和Sc的3p3d杂化而成,导带主要由Sc的3d和O的2p构成. 同时,文中也分析了Sc2O3的介电函数、折射率、光电导率和吸收谱等光学性质. 计算得到静态介电常数 ,折射率n0=1.25,在紫外区有较大的吸收系数.     

Electronic and optical properties of CuGaS2: First-principles calculations

Electronic structure and optical properties of CuGaS₂ are calculated using the full potential linearized augmented plane wave plus local orbitals method. The calculated equilibrium lattice is in reasonable agreement with the experimental data. The electronic structures indicate that CuGaS₂ is a semiconductor with a direct bandgap of 0.81802 eV. Furthermore, other experiments and theory also show that this material has a direct bandgap. It is noted that there is quite strong hybridization between Ga 3d and S 3s orbitals, which belongs to the (GaS₂)⁻. The complex dielectric functions are calculated, which are in good agreement with the available experimental results.     

Band structure and lattice vibration properties of III-P ternary alloys

Electronic band structure, optical and vibrational properties of zinc-blende GaP_xSb_1−x and GaAs_1−xP_x ternary alloys are obtained from pseudo-potential calculations. Comparisons are made with the available experimental values and with data obtained in previous theoretical studies. These comparisons show generally good agreement between the present results and experiment. The direct and indirect band-gap energies, the transverse effective charge, and the longitudinal and transversal optical phonon energies show a non-linear behavior with varying the composition x. The ionicity of the materials of interest is discussed in terms of the antisymmetric gap.     

二氧化钒的电子结构及光学性质计算

本文使用基于量子力学第一性原理的CASTEP程序包,计算了单斜结构和金红石结构的二氧化钒(VO2)的电子结构、介电常数、吸收系数、折射率等光学性质。介电函数的虚部、吸收光谱、折射率等它们的峰值位置存在一一对应关系,这表明了它们之间存在着内在的联系,它们都与电子从价带到导带的跃迁吸收有关,这为从物理本质上理解二氧化钒的光学性质提供了重要的依据。计算结果与实验结果符合得很好。     

First-principles calculations of structural, electronic, optical and elastic properties of magnesite MgCO3 and calcite CaCO3

Detailed ab initio calculations of the structural, electronic, optical and elastic properties of two crystals - magnesite (MgCO₃) and calcite (CaCO₃) - are reported in the present paper. Both compounds are important natural minerals, playing an important role in the carbon dioxide cycling. The optimized crystal structures, band gaps, density of states diagrams, elastic constants, optical absorption spectra and refractive indexes dependence on the wavelength all have been calculated and compared, when available, with literature data. Both crystals are indirect band compounds, with calculated band gaps of 5.08 eV for MgCO₃ and 5.023 eV for CaCO₃. Both values are underestimated by approximately 1.0 eV with respect to the experimental data. Although both crystals have the same structure, substitution of Mg by Ca ions leads to certain differences, which manifest themselves in noticeable change in the electronic bands profiles and widths, shape of the calculated absorption spectra, and values of the elastic constants. Response of both crystals to the applied hydrostatic pressure was analyzed in the pressure range of phase stability, variations of the lattice parameters and characteristic interionic distances were considered. The obtained dependencies of lattice constants and calculated band gap on pressure can be used for prediction of properties of these two hosts at elevated pressures that occur in the Earth's mantle.     

Theoretical investigation of electronic structure and optical response in relation to the transport properties of Ga1−xInxN (x = 0, 0.25, 0.50, 0.75)

The state-of-the-art all-electron FLPAW method and the BoltzTrap software package based on semi-classical theory were adopted to explore the electronic structure and the optical and thermoelectric properties of Ga_1−xIn_xN. Ga_1−xIn_xN is predicted to be a direct band gap material for all values of x. Moreover, the band gap varies between 2.99 eV and 1.95 eV as x changes. Optical parameters such as the dielectric constant, absorption coefficient, reflectivity and refractive index are calculated and discussed in detail. The doping of In plays an important role in the modulation of the optical constants. The static dielectric constant ɛ(0) of Ga_1−xIn_xN was calculated as 3.95, 3.99, 3.99 and 4.03 at x = 0.00, 0.25, 0.50 and 0.75, respectively. The static refractive index is 2.0 for pure Ga_1−xIn_xN at x = 0.00. The thermal properties varied greatly as x fluctuated. The ternary alloy has large values for the Seebeck coefficient and figure of merit at high temperatures and is thus suitable for thermoelectric applications. Pure Ga_1−xIn_xN at x = 0 exhibited ZT = 0.80 at room temperature, and at higher temperatures, the thermal conductivity decreased with increased In doping.     

缺陷对单层MoS_2电子结构的影响

为了研究缺陷对单层MoS_2的电子结构,本文基于密度泛函理论框架下的第一性原理,采用数值基组的方法计算了MoS_2的Mo位缺陷、S位缺陷的能带结构和态密度.结果发现:Mo位缺陷、S位缺陷的MoS_2的能带结构中的价带顶与导带底都在Q点,为直接带隙材料;其中Mo位缺陷体的禁带区域都出现5条新能级,S位缺陷体的禁带区域出现了3条新能级;缺陷体能带结构的能量下降与体系中未成键的电子有关.对于态密度而言,Mo位缺陷体的费米能级处出现了峰值,表明Mo位缺陷会对其光电性质带来影响.同时分析电荷分布发现,Mo缺陷周围存在着负电荷聚集的现象,S缺陷周围存在正电荷聚集的现象.     

Sn1−xBixO2 and Sn1−xTaxO2 (0≤x≤0.75): A first-principles study

The structural, elastic, electronic and optical (x=0) properties of doped Sn_1−xBi_xO₂ and Sn_1−xTa_xO₂ (0≤x≤0.75) are studied using the first-principles pseudopotential plane-wave method within the local density approximation. The independent elastic constants C_ij and other elastic parameters of these compounds have been calculated for the first time. The mechanical stability of the compounds with different doping concentrations has also been studied. The electronic band structure and density of states are calculated and the effect of doping on these properties is also analyzed. It is seen that the band gap of the undoped compound narrowed with dopant concentration, which disappeared for x=0.26 for Bi doping and 0.36 for Ta doping. The materials thus become conductive oxides through the change in the electronic properties of the compound for x≤0.75, which may be useful for potential application. The calculated optical properties, e.g. dielectric function, refractive index, absorption spectrum, loss-function, reflectivity and conductivity of the undoped SnO₂ in two polarization directions are compared with both previous calculations and measurements.