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Control over the transverse structure and long-distance fiber propagation of light at the single-photon level

机译:在单光子水平上控制光的横向结构和长距离光纤传播

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摘要

Quantum entanglement is arguably the cornerstone which differentiates the quantum realm from its classical counterpart. While entanglement can reside in any photonic degree of freedom, polarization permits perhaps the most straightforward manipulation due to the widespread availability of standard optical elements such as waveplates and polarizers. As a step towards a fuller exploitation of entanglement in other degrees of freedom, in this work we demonstrate control over the transverse spatial structure of light at the single-photon level. In particular we integrate in our setup all the technologies required for: (i) fibre-based photon pair generation, (ii) deterministic and broadband single-photon spatial conversion relying on a passive optical device, and (iii) single-photon transmission, while retaining transverse structure, over 400 m of few-mode fibre. In our experiment, we employ a mode selective photonic lantern multiplexer with the help of which we can convert the transverse profile of a single photon from the fundamental mode into any of the supported higher-order modes. We also achieve conversion to an incoherent or coherent addition of two user-selected higher order modes by addressing different combinations of inputs in the photonic lantern multiplexer. The coherent nature of the addition, and extraction of usable orbital angular momentum at the single-photon level, is further demonstrated by far-field diffraction through a triangular aperture. Our work could enable studies of photonic entanglement in the transverse modes of a fibre and could constitute a key resource quantum for key distribution with an alphabet of scalable dimension.
机译:量子纠缠可以说是区分量子领域和经典领域的基石。尽管纠缠可以存在于任何光子自由度中,但由于标准光学元件(例如波片和偏振器)的广泛可用性,偏振可能允许最直接的操作。作为朝着更充分地利用其他自由度进行纠缠的一步,在这项工作中,我们展示了在单光子水平上对光的横向空间结构的控制。特别是,我们将设置所需的全部技术集成到:(i)基于光纤的光子对生成;(ii)依靠无源光学设备的确定性和宽带单光子空间转换;以及(iii)单光子传输,同时保留横向结构,超过400µm的少模光纤。在我们的实验中,我们采用了一种模式选择光子灯笼多路复用器,借助它,我们可以将单个光子的横向轮廓从基本模式转换为任何受支持的高阶模式。我们还通过解决光子灯笼多路复用器中输入的不同组合,实现了两种用户选择的更高阶模式的非相干或相干相加的转换。通过三角孔的远场衍射进一步证明了相加的本质,以及在单光子水平上提取可用的轨道角动量。我们的工作可以研究光纤横向模式中的光子纠缠,并可以构成具有可扩展尺寸的字母的密钥分配的密钥资源量子。

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