Higher-Order Spatial Modes in Turbulence: Alternatives to Orbital Angular Momentum

M. Cox, Abderrahmen Trichili, B. Ooi, Mohamed-Slim Alouini
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引用次数: 2

Abstract

The effect of atmospheric turbulence on Orbital Angular Momentum (OAM) modes, which are a subset of the Laguerre-Gaussian (LG) modes, has been thoroughly studied. Other high-order basis sets such as Hermite-Gaussian (HG, which have a rectangular shape) and Ince-Gaussian modes (which have an elliptical shape) have received relatively little attention. In this work, comparative experimental measurements of low order OAM, Ince-, and Hermite-Gaussian modes in turbulence are presented. It is found that the performance of the mode sets vary dramatically in the same turbulence. Surprisingly, Ince-Gaussian modes experience lower crosstalk and mode dependent loss than LG and HG modes of similar order. This warrants further investigation: could there be an optimal basis set for optical communications in turbulence?
湍流中的高阶空间模式:轨道角动量的替代品
本文研究了大气湍流对轨道角动量模态的影响。轨道角动量模态是拉盖尔-高斯模态的子集。其他高阶基集,如厄米-高斯模式(HG,具有矩形形状)和因斯-高斯模式(具有椭圆形状),受到的关注相对较少。本文介绍了湍流中低阶OAM、Ince-和Hermite-Gaussian模式的比较实验测量结果。研究发现,在相同的湍流中,模态集的性能变化很大。令人惊讶的是,与相似阶次的LG和HG模式相比,inco - gaussian模式经历更低的串扰和模式依赖损失。这需要进一步的研究:在湍流中是否存在光通信的最优基集?
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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