Theoretical study of second and third order elastic constants of β-SiC

N. Lebga, K. Bouamama, P. Djemia, M. Chérif
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Abstract

First principles calculations of the second and third order elastic constants of the cubic silicon carbide β-SiC have been accomplished using the density functional theory within the local density approximationand the pseudopotential plane-wave method with the Hartwigsen Goedecker Hutter scheme. The secondorder elastic constants Cij compared fairly well with those previously measured by one of us using theBrillouin light scattering technique (P. Djemia) [1]. The ab-initio calculations include parameterspressure dependence determinations in relation with the structural transformation from a zinc Blende toa rocksalt structure. The transition pressure at which arises elastic instabilities is found to be Pt = 113GPa. Also, we investigate the effects of anharmonicity by calculating the third order elastic constantsC_ijk . The experimental values are still unknown and comparisons with our calculations are suitable in thefuture.    
β-SiC的二阶和三阶弹性常数的理论研究
利用局部密度近似下的密度泛函理论和Hartwigsen Goedecker Hutter格式下的伪势平面波方法,完成了立方碳化硅β-SiC的二阶和三阶弹性常数的第一性原理计算。二阶弹性常数Cij与我们之前使用布里渊光散射技术(P. Djemia)[1]测量的结果相当好。从头计算包括与锌闪锌矿到岩盐结构转变有关的参数压力依赖性确定。产生弹性失稳的转变压力为Pt = 113GPa。此外,我们还通过计算三阶弹性常数来研究非谐性的影响。实验值仍然未知,与我们的计算比较适合将来。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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