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Colloidal nanocrystals as LEGO (R) bricks for building electronic band structure models

机译:胶体纳米晶作为乐高(R)砖建筑电子乐队结构模型

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The synthesis of self-assembled semiconductor nanocrystal (NC) superlattices using oriented attachment recently became a flourishing research topic. This technique already produced remarkable forms of NC superlattices, such as linear chains, mono and multilayer square lattices, and silicene-like honeycomb lattices. In the case of lead chalcogenide semiconductors where NCs are in the form of truncated nanocubes, the attachment mostly occurs via (100) facets. In this work, we show that all these structures can be seen as sub-structures of a simple cubic lattice. From this, we investigate a rich variety of one-dimensional or two-dimensional superlattices that could be built as few lines or few layers taken from the same cubic system following different crystallographic orientations. Each NC can be therefore considered as a LEGO (R) brick, and any superlattice can be obtained from another one by rearranging the bricks. Moreover, we show that this concept of LEGO (R) bricks can be extended to the calculation of the electronic band structure of the superlattices. This leads to a simple yet powerful way to build analytical Hamiltonians that present band structures in excellent agreement with more elaborate atomistic tight-binding calculations. This LEGO (R) concept could guide the synthesis of superlattices and LEGO (R) Hamiltonians should greatly simplify further studies on the (opto-)electronic properties of such structures.
机译:使用取向附件的自组装半导体纳米晶体(NC)超晶格的合成最近成为了繁荣的研究课题。这种技术已经产生NC超晶格,例如直链的显着的形式,单和多层正方形晶格,和硅烯状蜂窝晶格。在铅硫属元素化物半导体的情况下,其中NCS以截短的纳米内容形式的形式,附件主要发生通过(100)刻面。在这项工作中,我们表明所有这些结构都可以被视为简单的立方格格子的子结构。由此,我们调查丰富的一维或二维超大图格,可以在不同的晶体取向之后从相同的立方系统中取出的线条或几层。因此,每个NC可以被认为是乐高(R)砖,并且通过重新排列砖块可以从另一个超晶格获得。此外,我们表明乐高(R)砖的这种概念可以扩展到超晶格的电子频带结构的计算。这导致了一种简单而强大的方式来构建分析汉密尔顿人,该分析汉密尔顿人与更优秀的一致性乐队结构与更精细的原子紧密结合计算。这个乐高(R)概念可以指导超晶格和乐高(R)Hamiltonians的合成应该大大简化了这些结构的(Opto-)电子特性的进一步研究。

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