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DFT Calculation for Elastic Constants of Tetragonal Structure of Crystalline Solids with WIEN2k Code: A New Package (Tetra-elastic)

机译:使用WIEN2k代码的晶体固体四方结构弹性常数的DFT计算:一种新包装(四弹性)

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Tetra-elastic is a new package for calculating the elastic constants of tetragonal structure. It iscompatible with the highly accurate all electron full potential linearized augmented plane wave pluslocal orbital [FP-(L)APW+lo] method as implemented in WIEN2k code. The package is releasedrecently; the package and the user guide are available on(http://www.wien2k.at/reg_user/unsupported/). In this paper we provide detail description of theformalism of calculating the elastic constants of tetragonal structure. To testify the accuracy of theTetra-elastic package several tetragonal structure compounds were used. The results show that thecalculated elastic constants using Tetra-elastic exhibit better agreement with the availableexperimental data than the previous theoretical results used different methods. In this package thesecond-order derivative E仴 of polynomial fit E E仴 of energy vs strains at zero strain 仴 0isused to calculate the tetragonal elastic constants.
机译:Tetra-elastic是用于计算四边形结构弹性常数的新软件包。它与WIEN2k代码中实现的高精度全电子全势线性化增强平面波加局部轨道[FP-(L)APW + lo]方法兼容。该包最近被释放;该软件包和用户指南位于(http://www.wien2k.at/reg_user/unsupported/)。在本文中,我们详细描述了计算四边形结构弹性常数的形式主义。为了证明四弹性包装的准确性,使用了几种四方结构的化合物。结果表明,与以前使用不同方法的理论结果相比,使用四弹性计算的弹性常数与现有的实验数据具有更好的一致性。在这个程序包中,能量对零应变仴0处的应变的多项式拟合E E 1的二阶导数E 1被用来计算四方弹性常数。

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