Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams

Abstract Atmospheric turbulence can cause critical problems in many applications. To effectively avoid or mitigate turbulence, knowledge of turbulence strength at various distances could be of immense value. Due to light-matter interaction, optical beams can probe longitudinal turbulence changes. Un...

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Main Authors: Huibin Zhou, Xinzhou Su, Yuxiang Duan, Hao Song, Kaiheng Zou, Runzhou Zhang, Haoqian Song, Nanzhe Hu, Moshe Tur, Alan E. Willner
Format: Article
Language:English
Published: Nature Portfolio 2023-08-01
Series:Nature Communications
Online Access:https://doi.org/10.1038/s41467-023-40381-z
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author Huibin Zhou
Xinzhou Su
Yuxiang Duan
Hao Song
Kaiheng Zou
Runzhou Zhang
Haoqian Song
Nanzhe Hu
Moshe Tur
Alan E. Willner
author_facet Huibin Zhou
Xinzhou Su
Yuxiang Duan
Hao Song
Kaiheng Zou
Runzhou Zhang
Haoqian Song
Nanzhe Hu
Moshe Tur
Alan E. Willner
author_sort Huibin Zhou
collection DOAJ
description Abstract Atmospheric turbulence can cause critical problems in many applications. To effectively avoid or mitigate turbulence, knowledge of turbulence strength at various distances could be of immense value. Due to light-matter interaction, optical beams can probe longitudinal turbulence changes. Unfortunately, previous approaches tended to be limited to relatively short distances or large transceivers. Here, we explore turbulence probing utilizing multiple sequentially transmitted longitudinally structured beams. Each beam is composed of Bessel-Gaussian ( $${{{{{{\rm{BG}}}}}}}_{{{{{{\mathcal{l}}}}}}{{=}}0,{k}_{z}}$$ BG l = 0 , k z ) modes with different $${k}_{z}$$ k z values such that a distance-varying beam width is produced, which results in a distance- and turbulence-dependent modal coupling to $${{{{{\mathcal{l}}}}}}{{{{{\mathscr{\ne }}}}}}0$$ l {{\relax \special {t4ht̂3)}\o:mathrel: {\unhbox \voidb@x \special {t4ht@+{38}{35}x2260;}x}}} 0 orders. Our simulation shows that this approach has relatively uniform and low errors (<0.3 dB) over a 10-km path with up to 30-dB turbulence-structure-constant variation. We experimentally demonstrate this approach for two emulated turbulence regions (~15-dB variation) with <0.8-dB errors. Compared to previous techniques, our approach can potentially probe longer distances or require smaller transceivers.
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spelling doaj.art-8ef42bcbc4a24b2e922cf03140262e262023-11-20T10:09:40ZengNature PortfolioNature Communications2041-17232023-08-0114111310.1038/s41467-023-40381-zAtmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beamsHuibin Zhou0Xinzhou Su1Yuxiang Duan2Hao Song3Kaiheng Zou4Runzhou Zhang5Haoqian Song6Nanzhe Hu7Moshe Tur8Alan E. Willner9Department of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaDepartment of Electrical and Computer Engineering, University of Southern CaliforniaSchool of Electrical Engineering, Tel Aviv UniversityDepartment of Electrical and Computer Engineering, University of Southern CaliforniaAbstract Atmospheric turbulence can cause critical problems in many applications. To effectively avoid or mitigate turbulence, knowledge of turbulence strength at various distances could be of immense value. Due to light-matter interaction, optical beams can probe longitudinal turbulence changes. Unfortunately, previous approaches tended to be limited to relatively short distances or large transceivers. Here, we explore turbulence probing utilizing multiple sequentially transmitted longitudinally structured beams. Each beam is composed of Bessel-Gaussian ( $${{{{{{\rm{BG}}}}}}}_{{{{{{\mathcal{l}}}}}}{{=}}0,{k}_{z}}$$ BG l = 0 , k z ) modes with different $${k}_{z}$$ k z values such that a distance-varying beam width is produced, which results in a distance- and turbulence-dependent modal coupling to $${{{{{\mathcal{l}}}}}}{{{{{\mathscr{\ne }}}}}}0$$ l {{\relax \special {t4ht̂3)}\o:mathrel: {\unhbox \voidb@x \special {t4ht@+{38}{35}x2260;}x}}} 0 orders. Our simulation shows that this approach has relatively uniform and low errors (<0.3 dB) over a 10-km path with up to 30-dB turbulence-structure-constant variation. We experimentally demonstrate this approach for two emulated turbulence regions (~15-dB variation) with <0.8-dB errors. Compared to previous techniques, our approach can potentially probe longer distances or require smaller transceivers.https://doi.org/10.1038/s41467-023-40381-z
spellingShingle Huibin Zhou
Xinzhou Su
Yuxiang Duan
Hao Song
Kaiheng Zou
Runzhou Zhang
Haoqian Song
Nanzhe Hu
Moshe Tur
Alan E. Willner
Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
Nature Communications
title Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
title_full Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
title_fullStr Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
title_full_unstemmed Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
title_short Atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
title_sort atmospheric turbulence strength distribution along a propagation path probed by longitudinally structured optical beams
url https://doi.org/10.1038/s41467-023-40381-z
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