论文标题

在GAAS上生长的腔体波长INAS量子点的精细结构拆分分析(111)

Fine structure splitting analysis of cavity-enhanced telecom-wavelength InAs quantum dots grown on a GaAs(111)A vicinal substrate

论文作者

Barbiero, Andrea, Tuktamyshev, Artur, Pirard, Geoffrey, Huwer, Jan, Müller, Tina, Stevenson, R. Mark, Bietti, Sergio, Vichi, Stefano, Fedorov, Alexey, Bester, Gabriel, Sanguinetti, Stefano, Shields, Andrew J.

论文摘要

电信波长处的纠缠光子的效率生成对于许多量子通信协议的成功和基于纤维的量子网络的发展至关重要。纠缠的光可以由自然低细胞分裂的固态量子发射器产生,例如在(111)面向的表面上生长的高度对称INAS量子点(QD)。将这种QD纳入光腔对于实现应用的足够信号强度至关重要,但到目前为止显示了重大并发症。在这项工作中,我们介绍了在囊泡(2°错误)GAAS(111)A底物上的光腔内电信波长INAS QD的液滴外观。与先前的报道相比,我们显示了光子提取效率的显着提高,以及促进单光谱线分离的密度的降低。此外,我们表征了激子精细的结构分裂,并在经验伪电势和构型相互作用方法的框架下采用数值模拟,以研究错误对QDS光学特性的影响。我们证明,错误轨道步骤的存在会影响激子状态的极化,并在表面的$ C_ {3V} $对称性中引入了优先取向。

The effcient generation of entangled photons at telecom wavelength is crucial for the success of many quantum communication protocols and the development of fiber-based quantum networks. Entangled light can be generated by solid state quantum emitters with naturally low fine structure splitting, such as highly symmetric InAs quantum dots (QDs) grown on (111)-oriented surfaces. Incorporating this kind of QDs into optical cavities is critical to achieve sufficient signal intensitiesfor applications, but has so far shown major complications. In this work we present droplet epitaxy of telecom-wavelength InAs QDs within an optical cavity on a vicinal (2° miscut) GaAs(111)A substrate. We show a remarkable enhancement of the photon extraction efficiency compared to previous reports together with a reduction of the density that facilitates the isolation of single spectral lines. Moreover, we characterise the exciton fine structure splitting and employ numerical simulations under the framework of the empirical pseudopotential and configuration interaction methods to study the impact of the miscut on the optical properties of the QDs. We demonstrate that the presence of miscut steps influences the polarisation of the excitonic states and introduces a preferential orientation in the $C_{3v}$ symmetry of the surface.

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