Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection

Iceberg detection in sea-ice covered waters using single polarization SAR is hampered by similarities between backscattering signatures of icebergs and sea ice deformation structures. Therefore, we investigated whether iceberg detection is more robust when polarimetric SAR images are used. From the...

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Main Authors: Wesche, Christine, Dierking, Wolfgang
Format: Conference Object
Language:unknown
Published: 2012
Subjects:
Online Access:https://epic.awi.de/id/eprint/30212/
https://epic.awi.de/id/eprint/30212/1/ICRSS_cwesche.pdf
https://hdl.handle.net/10013/epic.39134
https://hdl.handle.net/10013/epic.39134.d001
id ftawi:oai:epic.awi.de:30212
record_format openpolar
institution Open Polar
collection Alfred Wegener Institute for Polar- and Marine Research (AWI): ePIC (electronic Publication Information Center)
op_collection_id ftawi
language unknown
description Iceberg detection in sea-ice covered waters using single polarization SAR is hampered by similarities between backscattering signatures of icebergs and sea ice deformation structures. Therefore, we investigated whether iceberg detection is more robust when polarimetric SAR images are used. From the science point of view, the advantage of such data is that they indicate the dominant backscattering mechanisms. For our study we have five RADARSAT-2 images available, recorded in the Bellingshausen and the southern Weddell Seas. Within the images, overall 683 icebergs of various sizes and 357 sea-ice regions of interest (ROIs), separated into three different sea ice classes, were identified. For icebergs and sea ice ROIs, the polarization ratio, the co-polarized phase difference and correlation coefficient, and entropy, anisotropy and alpha angle were calculated, compared and analyzed. The co-polarization ratios of icebergs (σVV/σHH) are close to one, which can be explained by scattering from larger surface elements (modeled by Geometrical Optics) and/or volume scattering from spherical air inclusions in the ice. Only the ratio values of smooth sea ice differ significantly from the ones of icebergs. Icebergs reveal high depolarization ratios (σHV/σHH and σVH/σVV) and low correlation coefficients (ρHHVV), which is typical if multiple scattering occurs. The phase difference (ϕHHVV) of icebergs is significantly larger than zero (about +50°), which can be explained by different propagation velocities of horizontally and vertically polarized waves and double-bounce reflections in the ice volume. The phase difference (ranging from -180° to 180°) of sea ice is around zero or shifted to slightly negative differences (max. -25°). The anisotropy is useful for the discrimination of scattering processes for which the entropy is >0.7. Since only a small number of our observations fulfill this criterion, we used an unsupervised entropy-alpha decomposition for the determination of the major backscattering mechanisms. Icebergs are dominated by dipole scattering in both areas of investigation. Sea ice signatures vary between the two areas because of differences in the ice type distribution. In the Bellingshausen Sea, the sea ice backscattering is dominated by scattering from rougher surfaces but includes also contributions from the volume. In the Weddell Sea region, the backscattering of sea ice is characterized by surface scattering. The signatures are influenced by the radar incidence angle. The Weddell Sea images are recorded at lower incidence angles (18-20°), at which surface scattering is more distinct. In the Bellingshausen Sea, the incidence angles are 47.5 to 48.7° and 40.2 to 41.6°, at which volume scattering contributions cannot be neglected. The analyses show that the incidence angle impact on the polarimetric parameters is larger for sea ice than for icebergs, and that lower incidence angles are preferable for iceberg detection. The separation of deformed sea ice and icebergs is improved if the phase difference, entropy, and alpha parameters are used as additional classifiers besides radar intensity.
format Conference Object
author Wesche, Christine
Dierking, Wolfgang
spellingShingle Wesche, Christine
Dierking, Wolfgang
Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
author_facet Wesche, Christine
Dierking, Wolfgang
author_sort Wesche, Christine
title Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
title_short Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
title_full Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
title_fullStr Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
title_full_unstemmed Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
title_sort polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection
publishDate 2012
url https://epic.awi.de/id/eprint/30212/
https://epic.awi.de/id/eprint/30212/1/ICRSS_cwesche.pdf
https://hdl.handle.net/10013/epic.39134
https://hdl.handle.net/10013/epic.39134.d001
geographic Weddell Sea
Bellingshausen Sea
Weddell
geographic_facet Weddell Sea
Bellingshausen Sea
Weddell
genre Bellingshausen Sea
Sea ice
Weddell Sea
ice covered waters
genre_facet Bellingshausen Sea
Sea ice
Weddell Sea
ice covered waters
op_source EPIC3International Circumpolar Remote Sensing Syposium, Levi, Finnland, 2012-05-14-2012-05-18
op_relation https://epic.awi.de/id/eprint/30212/1/ICRSS_cwesche.pdf
https://hdl.handle.net/10013/epic.39134.d001
Wesche, C. orcid:0000-0002-9786-4010 and Dierking, W. orcid:0000-0002-5031-648X (2012) Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection , International Circumpolar Remote Sensing Syposium, Levi, Finnland, 14 May 2012 - 18 May 2012 . hdl:10013/epic.39134
_version_ 1766374306979250176
spelling ftawi:oai:epic.awi.de:30212 2023-05-15T15:41:24+02:00 Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection Wesche, Christine Dierking, Wolfgang 2012 application/pdf https://epic.awi.de/id/eprint/30212/ https://epic.awi.de/id/eprint/30212/1/ICRSS_cwesche.pdf https://hdl.handle.net/10013/epic.39134 https://hdl.handle.net/10013/epic.39134.d001 unknown https://epic.awi.de/id/eprint/30212/1/ICRSS_cwesche.pdf https://hdl.handle.net/10013/epic.39134.d001 Wesche, C. orcid:0000-0002-9786-4010 and Dierking, W. orcid:0000-0002-5031-648X (2012) Polarimetric analyses of dominant radar backscattering mechanisms for iceberg detection , International Circumpolar Remote Sensing Syposium, Levi, Finnland, 14 May 2012 - 18 May 2012 . hdl:10013/epic.39134 EPIC3International Circumpolar Remote Sensing Syposium, Levi, Finnland, 2012-05-14-2012-05-18 Conference notRev 2012 ftawi 2021-12-24T15:37:38Z Iceberg detection in sea-ice covered waters using single polarization SAR is hampered by similarities between backscattering signatures of icebergs and sea ice deformation structures. Therefore, we investigated whether iceberg detection is more robust when polarimetric SAR images are used. From the science point of view, the advantage of such data is that they indicate the dominant backscattering mechanisms. For our study we have five RADARSAT-2 images available, recorded in the Bellingshausen and the southern Weddell Seas. Within the images, overall 683 icebergs of various sizes and 357 sea-ice regions of interest (ROIs), separated into three different sea ice classes, were identified. For icebergs and sea ice ROIs, the polarization ratio, the co-polarized phase difference and correlation coefficient, and entropy, anisotropy and alpha angle were calculated, compared and analyzed. The co-polarization ratios of icebergs (σVV/σHH) are close to one, which can be explained by scattering from larger surface elements (modeled by Geometrical Optics) and/or volume scattering from spherical air inclusions in the ice. Only the ratio values of smooth sea ice differ significantly from the ones of icebergs. Icebergs reveal high depolarization ratios (σHV/σHH and σVH/σVV) and low correlation coefficients (ρHHVV), which is typical if multiple scattering occurs. The phase difference (ϕHHVV) of icebergs is significantly larger than zero (about +50°), which can be explained by different propagation velocities of horizontally and vertically polarized waves and double-bounce reflections in the ice volume. The phase difference (ranging from -180° to 180°) of sea ice is around zero or shifted to slightly negative differences (max. -25°). The anisotropy is useful for the discrimination of scattering processes for which the entropy is >0.7. Since only a small number of our observations fulfill this criterion, we used an unsupervised entropy-alpha decomposition for the determination of the major backscattering mechanisms. Icebergs are dominated by dipole scattering in both areas of investigation. Sea ice signatures vary between the two areas because of differences in the ice type distribution. In the Bellingshausen Sea, the sea ice backscattering is dominated by scattering from rougher surfaces but includes also contributions from the volume. In the Weddell Sea region, the backscattering of sea ice is characterized by surface scattering. The signatures are influenced by the radar incidence angle. The Weddell Sea images are recorded at lower incidence angles (18-20°), at which surface scattering is more distinct. In the Bellingshausen Sea, the incidence angles are 47.5 to 48.7° and 40.2 to 41.6°, at which volume scattering contributions cannot be neglected. The analyses show that the incidence angle impact on the polarimetric parameters is larger for sea ice than for icebergs, and that lower incidence angles are preferable for iceberg detection. The separation of deformed sea ice and icebergs is improved if the phase difference, entropy, and alpha parameters are used as additional classifiers besides radar intensity. Conference Object Bellingshausen Sea Sea ice Weddell Sea ice covered waters Alfred Wegener Institute for Polar- and Marine Research (AWI): ePIC (electronic Publication Information Center) Weddell Sea Bellingshausen Sea Weddell