Quantitative analysis of the intensity distribution of optical rogue waves

Abstract The field of optical rogue waves is a rapidly expanding topic with a focus on explaining their emergence. To complement this research, instead of providing a microscopic model that generates extreme events, we concentrate on a general quantitative description of the observed behavior. We ex...

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Main Authors: Éva Rácz, Kirill Spasibko, Mathieu Manceau, László Ruppert, Maria V. Chekhova, Radim Filip
Format: Article
Language:English
Published: Nature Portfolio 2024-04-01
Series:Communications Physics
Online Access:https://doi.org/10.1038/s42005-024-01592-y
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author Éva Rácz
Kirill Spasibko
Mathieu Manceau
László Ruppert
Maria V. Chekhova
Radim Filip
author_facet Éva Rácz
Kirill Spasibko
Mathieu Manceau
László Ruppert
Maria V. Chekhova
Radim Filip
author_sort Éva Rácz
collection DOAJ
description Abstract The field of optical rogue waves is a rapidly expanding topic with a focus on explaining their emergence. To complement this research, instead of providing a microscopic model that generates extreme events, we concentrate on a general quantitative description of the observed behavior. We explore two complementary top-down approaches to estimating the exponent describing the power-law decaying distribution of optical rogue waves observed in supercontinuum generated in a single-mode fiber in the normal-dispersion regime by applying a highly fluctuating pump. The two distinct approaches provide consistent results, outperforming the standard Hill estimator. Further analysis of the distributions reveals the breakdown of power-law behavior due to pump depletion and detector saturation. Either of our methods is adaptable to analyze extreme-intensity events from arbitrary experimental data.
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spelling doaj.art-504ae06ca82f4c84be774b1ce5c399c72024-04-07T11:21:03ZengNature PortfolioCommunications Physics2399-36502024-04-01711910.1038/s42005-024-01592-yQuantitative analysis of the intensity distribution of optical rogue wavesÉva Rácz0Kirill Spasibko1Mathieu Manceau2László Ruppert3Maria V. Chekhova4Radim Filip5Department of Optics, Palacký UniversityQ.ANT GmbHLaboratoire de Physique des Lasers, Université Sorbonne Paris Nord, CNRSDepartment of Optics, Palacký UniversityMax Planck Institute for the Science of LightDepartment of Optics, Palacký UniversityAbstract The field of optical rogue waves is a rapidly expanding topic with a focus on explaining their emergence. To complement this research, instead of providing a microscopic model that generates extreme events, we concentrate on a general quantitative description of the observed behavior. We explore two complementary top-down approaches to estimating the exponent describing the power-law decaying distribution of optical rogue waves observed in supercontinuum generated in a single-mode fiber in the normal-dispersion regime by applying a highly fluctuating pump. The two distinct approaches provide consistent results, outperforming the standard Hill estimator. Further analysis of the distributions reveals the breakdown of power-law behavior due to pump depletion and detector saturation. Either of our methods is adaptable to analyze extreme-intensity events from arbitrary experimental data.https://doi.org/10.1038/s42005-024-01592-y
spellingShingle Éva Rácz
Kirill Spasibko
Mathieu Manceau
László Ruppert
Maria V. Chekhova
Radim Filip
Quantitative analysis of the intensity distribution of optical rogue waves
Communications Physics
title Quantitative analysis of the intensity distribution of optical rogue waves
title_full Quantitative analysis of the intensity distribution of optical rogue waves
title_fullStr Quantitative analysis of the intensity distribution of optical rogue waves
title_full_unstemmed Quantitative analysis of the intensity distribution of optical rogue waves
title_short Quantitative analysis of the intensity distribution of optical rogue waves
title_sort quantitative analysis of the intensity distribution of optical rogue waves
url https://doi.org/10.1038/s42005-024-01592-y
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