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First-principles study of the incorporation and diffusion of helium in cubic zirconia

机译:氦在立方氧化锆中的结合和扩散的第一性原理研究

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The incorporation and the diffusion of helium (He) with and without the intrinsic vacancy defects in the cubic ZrO_2 are investigated through the first-principles total-energy calculations, in which the projector-augmented-wave (PAW) method with the generalized gradient approximation (GGA) is adopted. Ab initio calculations are carried out to identify the dominant defects and understand their electronic properties as well. Both the intrinsic oxygen interstitials and the oxygen vacancies in the cubic ZrO_2 show the negative-U behavior. The incorporation energy of He impurity indicates that it is preferable to occupy the Zr vacancy at first, whereas the solution energy suggests that He would be accommodated in the interstitial site at the thermodynamic equilibrium concentration. By calculating the He migration energies corresponding to both the interstitial diffusion and the vacancy assisted diffusion, we suggest that it is most likely to diffuse by hopping through a single vacancy. Remarkably, our calculated vacancy-assisted diffusion energy barrier of He is consistent well with the experimental measurement.
机译:通过第一性原理总能量计算研究了立方ZrO_2中有无空位缺陷时氦(He)的掺入和扩散,其中投影仪增强波(PAW)方法采用广义梯度近似(GGA)被采用。从头算起即可识别出主要缺陷并了解其电子性能。立方ZrO_2中的固有氧间隙和氧空位均表现出负U行为。 He杂质的结合能表明,最好首先占据Zr空位,而固溶能表明,He将以热力学平衡浓度被容纳在间隙位置。通过计算与间隙扩散和空位辅助扩散相对应的He迁移能,我们建议最有可能通过跳过单个空位来扩散。值得注意的是,我们计算出的He的空位辅助扩散能垒与实验测量结果非常吻合。

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