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Helium bubble clustering in copper from first principles

机译:从第一原理看氦气在铜中成簇

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The formation of helium clusters in a copper crystal has been studied by means of ab initio calculations. Several He atoms have been placed either inside an n vacancy previously created or as interstitials inside the initially perfect bulk matrix. Based on density functional theory techniques, our results show that the first He atom inside the perfect crystal prefers a tetrahedral position instead of an octahedral as previously reported. When n vacancies are formed in the structure, He atoms start to aggregate forming small bubbles at these sites rather than at interstitial positions. The calculated formation and binding energies confirm the deep trapping and the stability of He atoms inside vacancies, as is well known for other metals. For a given number of He atoms inside an n vacancy, N_(He), the minimum formation energy is found when N_(He) is equal to the number of vacancies n. Within each n vacancy, the formation energy increases (almost) linearly with the number of He atoms until N_(He) reaches the number of vacancies n. From this point onwards, the addition of new He atoms to the system implies a higher energy cost and consequently an abrupt decrease in the binding energy.
机译:已经通过从头算的方法研究了铜晶体中氦团簇的形成。几个He原子被放置在先前创建的n空位中,或者被放置为最初完美的本体矩阵中的间隙。基于密度泛函理论技术,我们的结果表明,完美晶体内部的第一个He原子更喜欢四面体位置,而不是先前报道的八面体位置。当在结构中形成n个空位时,He原子开始聚集在这些位置而不是在间隙位置处形成小气泡。计算得出的形成能和结合能证实了空位中He原子的深陷和稳定性,这是其他金属众所周知的。对于n个空位N_(He)中给定数量的He原子,当N_(He)等于空位数n时,找到最小的形成能。在每个n空位内,形成能随He原子数线性增长(几乎),直到N_(He)达到空位数n为止。从这一点开始,向系统中添加新的He原子意味着更高的能量成本,因此结合能突然降低。

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