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首页> 外文期刊>The Journal of Chemical Physics >Structures and relative stability of medium-sized silicon clusters. V. Low-lying endohedral fullerenelike clusters Si-31-Si-40 and Si-45
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Structures and relative stability of medium-sized silicon clusters. V. Low-lying endohedral fullerenelike clusters Si-31-Si-40 and Si-45

机译:中型硅团簇的结构和相对稳定性。五,低洼的内面类富勒烯簇Si-31-Si-40和Si-45

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We have performed unconstrained search for low-lying structures of medium-sized silicon clusters Si-31-Si-40 and Si-45, by means of the minimum-hopping global optimization method coupled with a density-functional based tight-binding model of silicon. Subsequent geometric optimization by using density-functional theory with the PBE, BLYP, and B3LYP functionals was carried out to determine the relative stability of various candidate low-lying silicon clusters obtained from the unconstrained search. The low-lying characteristics of these clusters can be affirmed by comparing the binding energies per atom of these clusters with previously determined lowest-energy clusters(Si-n) in the size range of 21 <= n <= 30. In view of the fact that there exist numerous low-lying "endohedral fullerenelike" isomers for each size in the range 30 <= n <= 40, we used the homologue carbon-fullerene cage to classify different families of isomers. This structural classification allows us to focus on generic features of various isomers and to group many apparently different isomers into a single family. In addition, we report a new family of low-lying clusters which have "Y-shaped three-arm" structures. Isomers in this "handmade" family can be energetically competitive as the endohedral fullerene isomers when the total energies are calculated with the BLYP or B3LYP functional. (c) 2006 American Institute of Physics.
机译:我们通过最小跳变全局优化方法与基于密度函数的紧密结合模型进行了无限制搜索,以寻找中型硅簇Si-31-Si-40和Si-45的低洼结构。硅。随后使用密度泛函理论和PBE,BLYP和B3LYP泛函进行了几何优化,以确定从无约束搜索中获得的各种候选低洼硅团簇的相对稳定性。这些团簇的低洼特征可以通过将这些团簇的每个原子的结合能与先前确定的21 <= n <= 30范围内的最低能量团簇(Si-n)进行比较来确定。事实是,对于每个大小在30 <= n <= 40范围内的低洼“内表面富勒烯样”异构体,我们使用了同系碳富勒烯笼对不同的异构体家族进行分类。这种结构分类使我们可以专注于各种异构体的通用特征,并将许多明显不同的异构体归为一个家族。此外,我们报告了一个具有“ Y形三臂”结构的低洼群集新家族。当用BLYP或B3LYP官能团计算总能量时,该“手工”族的异构体可以像内面富勒烯异构体一样在能量上竞争。 (c)2006年美国物理研究所。

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