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首页> 外文期刊>Journal of the Physical Society of Japan >Semimetallic Band Structure and Cluster-Based Description of a Cubic Quasicrystalline Approximant in the Al-Cu-Ir System
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Semimetallic Band Structure and Cluster-Based Description of a Cubic Quasicrystalline Approximant in the Al-Cu-Ir System

机译:Al-Cu-Ir系统中立方准晶近似物的半金属能带结构和基于簇的描述

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Density functional calculations were performed for a cubic quasicrystalline approximant in the Al-Cu-Ir system. A semimetallic band structure was developed and analyzed on the basis of Wannier functions constructed from the valence and a part of the conduction band manifold. The Wannier functions were s-and p-like orbitals centered on either the centers of conventional clusters or the icosahedron-like vertices of pseudo-Mackay clusters, and d-like orbitals centered on the transition metals. Grouping the orbitals according to their center, we considered a small cluster for each group of the orbitals. Most of the orbitals contribute to the density of states only within the valence bands, i.e., they are valence states. The exceptions are some of p-like orbitals centered on the icosahedron-like vertices of the pseudo-Mackay clusters, and they contribute to both valence and conduction bands. Each of these p-like orbitals forms a covalent bond with one centered on the neighboring small cluster. The resulting bonding and antibonding orbitals are valence and conduction states, respectively. The number of valence bands (173) of our Al39Cu8Ir15 model was then decomposed in terms of the numbers of transition metals (23), clusters (16), and covalent bonds between the clusters (6) as 23 x 5 + 16 x 4 -6 = 173. The description for the valence-band formation may also be applicable to some of the group 13 element-transition metal intermetallic compounds, such as RuAl2.
机译:在Al-Cu-Ir系统中对立方准晶体近似物进行了密度泛函计算。根据由价带和一部分导带歧管构造的Wannier函数,开发并分析了半金属带结构。 Wannier函数是以常规星团或伪Mackay团簇的二十面体顶点的中心为中心的s和p形轨道,以及以过渡金属为中心的d形轨道。根据其中心对轨道进行分组,我们考虑了每组轨道的一个小簇。大多数轨道仅在价带内对状态的密度有贡献,即它们是价态。例外是一些以伪Mackay团簇的二十面体状顶点为中心的p状轨道,它们对价带和导带都起作用。这些p状轨道中的每一个都与一个以相邻小簇为中心的共价键形成。产生的键合和反键合轨道分别是价态和传导态。然后,根据过渡金属(23),簇(16)以及簇之间的共价键(6)的数量,将我们的Al39Cu8Ir15模型的价带数目(173)分解为23 x 5 + 16 x 4- 6 =173。价带形成的描述也可能适用于第13组元素过渡金属金属间化合物,例如RuAl2。

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