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Quasi-coherency of electronic states in Ga(As, P) fractal structured lattice

机译:Ga(As,P)分形结构晶格中电子态的拟相干性

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Electronic states in single crystals (or periodic superlattice) are given by the periodicity, such as Bloch theorem (or Kronig-Penny model). In contrast, Fractal structures are characterized by the non-periodicity with long-range-order, and attracting increasing attention in various fields of research, which is called the complex system. Introducing Fractal structured lattice-arrangement into superlattices, the diffraction peaks are rather sharp, but not really Bragg-like~(1, 2, 3). Considering interference of electrons in such as the superlattice, the electronic states are expected to show singular features due to the quasi-coherency of electrons~(3, 4). Atomic layer epitaxy (ALE) makes a layer-by-layer control of lattice arrangement possible by the self-limiting growth mechanism~(5, 6). From the biggest advantage of ALE, it can be expected that Fractal structures with the flat interfaces and well-crystalline quality are synthesized artificially. We report the results of some optical measurements on electronic states in Ga(As, P) Fractal structured lattice (FSL) grown by ALE, and discuss them in this paper.
机译:单晶(或周期性超晶格)中的电子态由周期性给出,例如Bloch定理(或Kronig-Penny模型)。相反,分形结构的特点是具有非周期性的长程性,并且在各个研究领域(称为复杂系统)引起了越来越多的关注。将分形结构的晶格结构引入到超晶格中,衍射峰相当尖锐,但并不是真正的布拉格式〜(1,2,3)。考虑到诸如超晶格之类的电子的干扰,由于电子的近似相干性,电子态有望表现出奇异特征(〜3,4)。原子层外延(ALE)通过自限生长机制〜(5,6)使得逐层控制晶格排列成为可能。从ALE的最大优势出发,可以期望人工合成具有平坦界面和良好晶体质量的分形结构。我们报告了由ALE生长的Ga(As,P)分形结构晶格(FSL)中的电子态的一些光学测量结果,并在本文中进行了讨论。

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