Hierarchical deconvolution for incoherent scatter radar data

We propose a novel method for deconvolving incoherent scatter radar data to recover accurate reconstructions of backscattered powers. The problem is modelled as a hierarchical noise-perturbed deconvolution problem, where the lower hierarchy consists of an adaptive length-scale function that allows f...

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Published in:Atmospheric Measurement Techniques
Main Authors: S. Ross, A. Arjas, I. I. Virtanen, M. J. Sillanpää, L. Roininen, A. Hauptmann
Format: Article in Journal/Newspaper
Language:English
Published: Copernicus Publications 2022
Subjects:
Online Access:https://doi.org/10.5194/amt-15-3843-2022
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author S. Ross
A. Arjas
I. I. Virtanen
M. J. Sillanpää
L. Roininen
A. Hauptmann
author_facet S. Ross
A. Arjas
I. I. Virtanen
M. J. Sillanpää
L. Roininen
A. Hauptmann
author_sort S. Ross
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description We propose a novel method for deconvolving incoherent scatter radar data to recover accurate reconstructions of backscattered powers. The problem is modelled as a hierarchical noise-perturbed deconvolution problem, where the lower hierarchy consists of an adaptive length-scale function that allows for a non-stationary prior and as such enables adaptive recovery of smooth and narrow layers in the profiles. The estimation is done in a Bayesian statistical inversion framework as a two-step procedure, where hyperparameters are first estimated by optimisation and followed by an analytical closed-form solution of the deconvolved signal. The proposed optimisation-based method is compared to a fully probabilistic approach using Markov chain Monte Carlo techniques enabling additional uncertainty quantification. In this paper we examine the potential of the hierarchical deconvolution approach using two different prior models for the length-scale function. We apply the developed methodology to compute the backscattered powers of measured polar mesospheric winter echoes, as well as summer echoes, from the EISCAT VHF radar in Tromsø, Norway. Computational accuracy and performance are tested using a simulated signal corresponding to a typical background ionosphere and a sporadic E layer with known ground truth. The results suggest that the proposed hierarchical deconvolution approach can recover accurate and clean reconstructions of profiles, and the potential to be successfully applied to similar problems.
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spelling ftdoajarticles:oai:doaj.org/article:8de78de6abe149a2854dd2284cca8f69 2025-01-16T21:42:18+00:00 Hierarchical deconvolution for incoherent scatter radar data S. Ross A. Arjas I. I. Virtanen M. J. Sillanpää L. Roininen A. Hauptmann 2022-06-01T00:00:00Z https://doi.org/10.5194/amt-15-3843-2022 https://doaj.org/article/8de78de6abe149a2854dd2284cca8f69 EN eng Copernicus Publications https://amt.copernicus.org/articles/15/3843/2022/amt-15-3843-2022.pdf https://doaj.org/toc/1867-1381 https://doaj.org/toc/1867-8548 doi:10.5194/amt-15-3843-2022 1867-1381 1867-8548 https://doaj.org/article/8de78de6abe149a2854dd2284cca8f69 Atmospheric Measurement Techniques, Vol 15, Pp 3843-3857 (2022) Environmental engineering TA170-171 Earthwork. Foundations TA715-787 article 2022 ftdoajarticles https://doi.org/10.5194/amt-15-3843-2022 2022-12-30T23:12:09Z We propose a novel method for deconvolving incoherent scatter radar data to recover accurate reconstructions of backscattered powers. The problem is modelled as a hierarchical noise-perturbed deconvolution problem, where the lower hierarchy consists of an adaptive length-scale function that allows for a non-stationary prior and as such enables adaptive recovery of smooth and narrow layers in the profiles. The estimation is done in a Bayesian statistical inversion framework as a two-step procedure, where hyperparameters are first estimated by optimisation and followed by an analytical closed-form solution of the deconvolved signal. The proposed optimisation-based method is compared to a fully probabilistic approach using Markov chain Monte Carlo techniques enabling additional uncertainty quantification. In this paper we examine the potential of the hierarchical deconvolution approach using two different prior models for the length-scale function. We apply the developed methodology to compute the backscattered powers of measured polar mesospheric winter echoes, as well as summer echoes, from the EISCAT VHF radar in Tromsø, Norway. Computational accuracy and performance are tested using a simulated signal corresponding to a typical background ionosphere and a sporadic E layer with known ground truth. The results suggest that the proposed hierarchical deconvolution approach can recover accurate and clean reconstructions of profiles, and the potential to be successfully applied to similar problems. Article in Journal/Newspaper EISCAT Tromsø Directory of Open Access Journals: DOAJ Articles Norway Tromsø Atmospheric Measurement Techniques 15 12 3843 3857
spellingShingle Environmental engineering
TA170-171
Earthwork. Foundations
TA715-787
S. Ross
A. Arjas
I. I. Virtanen
M. J. Sillanpää
L. Roininen
A. Hauptmann
Hierarchical deconvolution for incoherent scatter radar data
title Hierarchical deconvolution for incoherent scatter radar data
title_full Hierarchical deconvolution for incoherent scatter radar data
title_fullStr Hierarchical deconvolution for incoherent scatter radar data
title_full_unstemmed Hierarchical deconvolution for incoherent scatter radar data
title_short Hierarchical deconvolution for incoherent scatter radar data
title_sort hierarchical deconvolution for incoherent scatter radar data
topic Environmental engineering
TA170-171
Earthwork. Foundations
TA715-787
topic_facet Environmental engineering
TA170-171
Earthwork. Foundations
TA715-787
url https://doi.org/10.5194/amt-15-3843-2022
https://doaj.org/article/8de78de6abe149a2854dd2284cca8f69