论文标题

空心抗抗谐振纤维的随机设计变化:一项蒙特卡洛研究

Random Design Variations of Hollow-core Anti-resonant Fibers: A Monte-Carlo Study

论文作者

Petry, Michael, Habib, Md. Selim

论文摘要

空心核抗谐振纤维(HC-ARFS)由于其出色的轻度引导性能和广泛的应用范围,因此在光纤社区中引起了极大的关注。特别是嵌套的HC-Arfs最近对标准纤维具有竞争力,甚至在某些类别中均优于它们。他们成功的关键是一个精确的微调几何形状,它固有地留下了非常容易受到最小结构偏差的光学特征。制造纤维时,它们会发挥作用,并在几何形状的各种缺陷中表现出来,最终使纤维性能恶化。在本文中,据我们所知,这些缺陷是对它们对蒙特卡洛时尚模拟中传播损失的影响进行统计建模和分析的。我们考虑了随机变化的外部和嵌套管壁厚度以及随机的管角偏移。我们发现,由于扰动的管角的损失增加在不同的管子厚度上占据了FM的数量级,而HOM在1.55 $ $ m的波长下,HOM传播的数量级约为两个数量级。此外,高阶模式伸展比率(Homer)与结构变化的强度成正比,表明制造纤维的“单模型”增加。此外,弯曲条件使两种效应的损失贡献都加剧了,在弯曲半径为4 cm的情况下,这两种效应的损失贡献均为$+50 \%$,而直纤维的折叠半径为4厘米。我们认为,我们的工作有助于预测制造后现实的HC-ARF的性能。

Hollow-core anti-resonant fibers (HC-ARFs) have earned great attention in the fiber optics community due to their remarkable light-guiding properties and broad application spectrum. Particularly nested HC-ARFs have recently reached competitiveness to standard fibers and even outperform them in certain categories. Key to their success is a precisely fine-tuned geometry, which inherently leaves optical characteristics highly susceptible to minimal structural deviations. When fabricating fibers, these come into play and manifest themselves in various imperfections to the geometry, ultimately worsening the fiber performance. In this article, for the first time to the best of our knowledge, these imperfections have been statistically modeled and analyzed on their impact to the propagation loss in a Monte-Carlo fashioned simulation. We have considered randomly varying outer and nested tube wall thicknesses as well as random tube angle offsets. We found that the loss increase due to perturbed tube angles dominates that of varying tube thicknesses by approximately an order of magnitude for FM and two orders of magnitude for HOM propagation at a wavelength of 1.55 $μ$m. Moreover, the higher-order-mode-extinction-ratio (HOMER) is proportional to the intensity of structural variations, indicating an increase in the `single-modeness' of a fabricated fiber. Furthermore, a bend condition worsens the loss contribution of both effects applied jointly dramatically to a value of $+50\%$ at a bend radius of 4 cm compared to $+5\%$ for a straight fiber. We believe that our work helps to predict the performance of realistic HC-ARFs after fabrication.

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