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arXiv 1704.04044cond-mat.mtrl-sci
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电荷缺陷第一性原理计算中的弛豫体积难题

The conundrum of relaxation volumes in first-principles calculations of charge defects

Anuj Goyal, Kiran Mathew, Richard G. Hennig, Aleksandr Chernatynskiy, Christopher R. Stank, Samuel T. Murphy, David A. Andersson, Simon R. Phillpot, Blas P. Uberuaga

摘要:

用密度泛函理论计算得到的缺陷弛豫体积远大于相应的中性缺陷弛豫体积,似乎是非物理意义上的大。在这项工作中,我们调查了可能的原因,并重新审视的方法,解决了在周期性DFT的带电缺陷结构的计算。我们探测建议的能量校正的依赖性,以充电缺陷形成能量的弛豫体积,并发现,如图像电荷校正和对齐校正,这可能会导致相当大的变化,缺陷形成能量的校正,有一个几乎可以忽略不计的影响充电缺陷弛豫体积。我们还研究了由单个带电缺陷组成的净中性缺陷反应的体积,并发现总形成体积具有合理的大小。这项工作突出了一个重要的问题,作为缺陷形成能量,缺陷形成体积取决于水库的选择。我们表明,考虑到在带电缺陷的形成反应中的电子储层的体积的变化,类似于如何在缺陷形成体积中占原子的体积,可以重正化带电缺陷的形成体积,使得它们与中性缺陷相当。这种方法使得能够描述整体中性材料内的孤立带电缺陷的弹性性质,超出产生带电缺陷的整体缺陷反应的范围。

英文摘要:

The defect relaxation volumes obtained from density-functional theory (DFT) calculations of charged vacancies and interstitials are much larger than their neutral counterparts, seemingly unphysically large. In this work, we investigate the possible reasons for this and revisit the methods that address the calculation of charged defect structures in periodic DFT. We probe the dependence of the proposed energy corrections to charged defect formation energies on relaxation volumes and find that corrections such as the image charge correction and the alignment correction, which can lead to sizable changes in defect formation energies, have an almost negligible effect on the charged defect relaxation volume. We also investigate the volume for the net neutral defect reactions comprised of individual charged defects, and find that the aggregate formation volumes have reasonable magnitudes. This work highlights an important issue that, as for defect formation energies, the defect formation volumes depend on the choice of reservoir. We show that considering the change in volume of the electron reservoir in the formation reaction of the charged defects, analogous to how volumes of atoms are accounted for in defect formation volumes, can renormalize the formation volumes of charged defects such that they are comparable to neutral defects. This approach enables the description of the elastic properties of isolated charged defects within the overall neutral material, beyond the context of the overall defect reactions that produce the charged defect.

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