2014
DOI: 10.12693/aphyspola.125.574
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Optical Properties of BN and BBi Compounds

Abstract: We have investigated optical properties which are very important for optoelectronic devices, such as laser modulators, photo detectors, optical amplier and high ecient solar cells of BN and BBi using the density functional theory based on full potential linearized augmented plane wave method as implemented in Vienna ab-initio simulation package (VASP). The exchange correlation potential is treated by generalized gradient approximation. Primarily, we have calculated the equilibrium lattice constant (a0) of BN a… Show more

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Cited by 3 publications
(2 citation statements)
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“…The values of refractive index n of this compound obtained from the relations of equations (2) and (3) and the value 0.73eV of the average energy gap obtained initially from first principles calculations are equal to: 3.441 and 3.254 respectively, they are relatively lower than the value of 4.39 obtained by Yalcin et al [17]. The refractive index versus the plasmon energy (ћω p ), the force constants (α and β) and the lattice energy (U) for some groups A II B VI and A III B V semiconductors can be given by the following empirical relations [13]:…”
Section: Refractive Index Plasmon Energy Force Constants and Latticcontrasting
confidence: 52%
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“…The values of refractive index n of this compound obtained from the relations of equations (2) and (3) and the value 0.73eV of the average energy gap obtained initially from first principles calculations are equal to: 3.441 and 3.254 respectively, they are relatively lower than the value of 4.39 obtained by Yalcin et al [17]. The refractive index versus the plasmon energy (ћω p ), the force constants (α and β) and the lattice energy (U) for some groups A II B VI and A III B V semiconductors can be given by the following empirical relations [13]:…”
Section: Refractive Index Plasmon Energy Force Constants and Latticcontrasting
confidence: 52%
“…(13). The values of high-frequency dielectric constant are very lower than the previously calculated data (19.27) obtained by Yalcin et al [17] and the value (14.49) of Bouamama et al [23]. For linear optical materials at lower light-intensity levels, the macroscopic polarization P induced by light propagating in the medium is proportional to the electric field E, they are related by the following formula:…”
Section: Homopolar and Heteropolar Energies Dielectric Constant And mentioning
confidence: 64%