Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics

Information on the correlations from solar Shack–Hartmann wavefront sensors is usually used for reconstruction algorithms. However, modern applications of artificial neural networks as adaptive optics reconstruction algorithms allow the use of the full image as an input to the system intended for es...

Full description

Bibliographic Details
Main Authors: Francisco García Riesgo, Sergio Luis Suárez Gómez, Enrique Díez Alonso, Carlos González-Gutiérrez, Jesús Daniel Santos
Format: Article
Language:English
Published: MDPI AG 2021-07-01
Series:Mathematics
Subjects:
Online Access:https://www.mdpi.com/2227-7390/9/14/1630
id doaj-efff32ca76c94302a565cc38bdd5c5fc
record_format Article
spelling doaj-efff32ca76c94302a565cc38bdd5c5fc2021-07-23T13:52:25ZengMDPI AGMathematics2227-73902021-07-0191630163010.3390/math9141630Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive OpticsFrancisco García Riesgo0Sergio Luis Suárez Gómez1Enrique Díez Alonso2Carlos González-Gutiérrez3Jesús Daniel Santos4Department of Physics, University of Oviedo, 33007 Oviedo, SpainInstituto Universitario de Ciencias y Tecnologías Espaciales de Asturias (ICTEA), 33004 Oviedo, SpainInstituto Universitario de Ciencias y Tecnologías Espaciales de Asturias (ICTEA), 33004 Oviedo, SpainInstituto Universitario de Ciencias y Tecnologías Espaciales de Asturias (ICTEA), 33004 Oviedo, SpainDepartment of Physics, University of Oviedo, 33007 Oviedo, SpainInformation on the correlations from solar Shack–Hartmann wavefront sensors is usually used for reconstruction algorithms. However, modern applications of artificial neural networks as adaptive optics reconstruction algorithms allow the use of the full image as an input to the system intended for estimating a correction, avoiding approximations and a loss of information, and obtaining numerical values of those correlations. Although studied for night-time adaptive optics, the solar scenario implies more complexity due to the resolution of the solar images potentially taken. Fully convolutional neural networks were the technique chosen in this research to address this problem. In this work, wavefront phase recovery for adaptive optics correction is addressed, comparing networks that use images from the sensor or images from the correlations as inputs. As a result, this research shows improvements in performance for phase recovery with the image-to-phase approach. For recovering the turbulence of high-altitude layers, up to 93% similarity is reached.https://www.mdpi.com/2227-7390/9/14/1630fully convolutional neural networksartificial intelligenceartificial neural networksadaptive opticssolar physics
collection DOAJ
language English
format Article
sources DOAJ
author Francisco García Riesgo
Sergio Luis Suárez Gómez
Enrique Díez Alonso
Carlos González-Gutiérrez
Jesús Daniel Santos
spellingShingle Francisco García Riesgo
Sergio Luis Suárez Gómez
Enrique Díez Alonso
Carlos González-Gutiérrez
Jesús Daniel Santos
Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
Mathematics
fully convolutional neural networks
artificial intelligence
artificial neural networks
adaptive optics
solar physics
author_facet Francisco García Riesgo
Sergio Luis Suárez Gómez
Enrique Díez Alonso
Carlos González-Gutiérrez
Jesús Daniel Santos
author_sort Francisco García Riesgo
title Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
title_short Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
title_full Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
title_fullStr Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
title_full_unstemmed Fully Convolutional Approaches for Numerical Approximation of Turbulent Phases in Solar Adaptive Optics
title_sort fully convolutional approaches for numerical approximation of turbulent phases in solar adaptive optics
publisher MDPI AG
series Mathematics
issn 2227-7390
publishDate 2021-07-01
description Information on the correlations from solar Shack–Hartmann wavefront sensors is usually used for reconstruction algorithms. However, modern applications of artificial neural networks as adaptive optics reconstruction algorithms allow the use of the full image as an input to the system intended for estimating a correction, avoiding approximations and a loss of information, and obtaining numerical values of those correlations. Although studied for night-time adaptive optics, the solar scenario implies more complexity due to the resolution of the solar images potentially taken. Fully convolutional neural networks were the technique chosen in this research to address this problem. In this work, wavefront phase recovery for adaptive optics correction is addressed, comparing networks that use images from the sensor or images from the correlations as inputs. As a result, this research shows improvements in performance for phase recovery with the image-to-phase approach. For recovering the turbulence of high-altitude layers, up to 93% similarity is reached.
topic fully convolutional neural networks
artificial intelligence
artificial neural networks
adaptive optics
solar physics
url https://www.mdpi.com/2227-7390/9/14/1630
work_keys_str_mv AT franciscogarciariesgo fullyconvolutionalapproachesfornumericalapproximationofturbulentphasesinsolaradaptiveoptics
AT sergioluissuarezgomez fullyconvolutionalapproachesfornumericalapproximationofturbulentphasesinsolaradaptiveoptics
AT enriquediezalonso fullyconvolutionalapproachesfornumericalapproximationofturbulentphasesinsolaradaptiveoptics
AT carlosgonzalezgutierrez fullyconvolutionalapproachesfornumericalapproximationofturbulentphasesinsolaradaptiveoptics
AT jesusdanielsantos fullyconvolutionalapproachesfornumericalapproximationofturbulentphasesinsolaradaptiveoptics
_version_ 1721287299124166656