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Modification of Stranski–Krastanov growth on the surface of nanowires

机译:纳米线表面上Stranski–Krastanov生长的修饰

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The heteroepitaxial growth of strained islands on a planar substrate offers an attractive route to the fabrication of quantum dots (QDs). To obtain more functions and superior properties, recent efforts have focused on using nanowires (NWs) as substrates to produce attractive structures that combine QDs with NWs. As the lateral size of an NW is large, it is possible that islands are formed on the side walls of the NW. However, no islands exist, and the lateral surface is rather smooth in thin, core–shell NWs. The existing theoretical models on the growth on planar and patterned substrates are not appropriate for the growth transition on the surface with nanoscale curvature. We thus urgently need to understand the basic physics involved in the strain-induced growth on the surface with nanoscale curvature. Here, we established a theoretical model to study the strain-induced growth on the surface, which showed that the Stranski–Krastanov (SK) mode can change to the Frank–van der Merwe (FM) mode due to the limit of the surface to the island's lateral growth. Using the model to investigate the heterostructured core/shell nanowires (NWs), we found, in addition to the SK mode on thick NWs and the FM mode on thin NWs, that there is a multiplex mode on medium NWs which includes the initial layer growth, the intermediate islands' growth and the final layer growth again. The established theoretical model not only explained some puzzling experimental results but also provided useful information to design and control the epitaxial growth on the surface with nanoscale curvature.
机译:在平面基板上应变岛的异质外延生长为制造量子点(QD)提供了一条诱人的途径。为了获得更多的功能和优越的性能,最近的工作集中在使用纳米线(NW)作为基底来生产将QD与NW结合的有吸引力的结构上。随着NW的横向尺寸大,有可能在NW的侧壁上形成岛。但是,不存在任何岛,并且在核壳较薄的NW中,其侧面相当光滑。现有的关于在平面和图案化基板上生长的理论模型不适用于具有纳米级曲率的表面上的生长过渡。因此,我们迫切需要了解涉及应变诱导的纳米尺度曲率表面生长的基本物理原理。在这里,我们建立了一个理论模型来研究应变在表面上的生长,这表明由于表面的极限,Stranski–Krastanov(SK)模式可以更改为Frank–van der Merwe(FM)模式。岛屿的横向增长。使用该模型研究异质结构的核/壳纳米线(NWs),我们发现,除了厚NW上的SK模式和薄NW上的FM模式之外,中等NW上还有一个多重模式,其中包括初始层的生长,中间岛的增长和最后一层的增长。建立的理论模型不仅解释了一些令人费解的实验结果,而且为设计和控制具有纳米级曲率的表面上的外延生长提供了有用的信息。

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