Modeling Microwave Scattering From Rough Sea Ice Surfaces

In this paper, COMSOL Multiphysics® was used to simulate the microwave scattering from the rough sea ice surface. A nonperiodic model and a periodic model were built. The nonperiodic model considers the rough surface of finite length and introduces a tapered incident wave. In this model, the strateg...

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Main Authors: Xu, Xu, Doulgeris, Anthony Paul, Melandsø, Frank, Brekke, Camilla
Format: Conference Object
Language:English
Published: 2017
Subjects:
Online Access:https://hdl.handle.net/10037/30883
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spelling ftunivtroemsoe:oai:munin.uit.no:10037/30883 2023-10-09T21:55:51+02:00 Modeling Microwave Scattering From Rough Sea Ice Surfaces Xu, Xu Doulgeris, Anthony Paul Melandsø, Frank Brekke, Camilla 2017 https://hdl.handle.net/10037/30883 eng eng FRIDAID 1550300 https://hdl.handle.net/10037/30883 Conference object Konferansebidrag 2017 ftunivtroemsoe 2023-09-13T23:07:40Z In this paper, COMSOL Multiphysics® was used to simulate the microwave scattering from the rough sea ice surface. A nonperiodic model and a periodic model were built. The nonperiodic model considers the rough surface of finite length and introduces a tapered incident wave. In this model, the strategy of total and scattered-field decomposition (TSFD) was used to formulate the finite-element method (FEM). The computational area was split into a scattered-field region and a total-field region so that the incident wave can be impressed closer to the rough sea ice surface. The periodic model considers the periodic rough surface by introducing Floquet periodic boundary conditions. The incident wave is excited by the port boundary condition so this model is based on the total-field formulation. The two models were tested to simulate the radar cross section (RCS) of scattering from sea ice surfaces at C band (frequency 5.4GHz). The results were compared with the Small Perturbation Method (SPM) and good agreements were achieved. Conference Object Sea ice University of Tromsø: Munin Open Research Archive
institution Open Polar
collection University of Tromsø: Munin Open Research Archive
op_collection_id ftunivtroemsoe
language English
description In this paper, COMSOL Multiphysics® was used to simulate the microwave scattering from the rough sea ice surface. A nonperiodic model and a periodic model were built. The nonperiodic model considers the rough surface of finite length and introduces a tapered incident wave. In this model, the strategy of total and scattered-field decomposition (TSFD) was used to formulate the finite-element method (FEM). The computational area was split into a scattered-field region and a total-field region so that the incident wave can be impressed closer to the rough sea ice surface. The periodic model considers the periodic rough surface by introducing Floquet periodic boundary conditions. The incident wave is excited by the port boundary condition so this model is based on the total-field formulation. The two models were tested to simulate the radar cross section (RCS) of scattering from sea ice surfaces at C band (frequency 5.4GHz). The results were compared with the Small Perturbation Method (SPM) and good agreements were achieved.
format Conference Object
author Xu, Xu
Doulgeris, Anthony Paul
Melandsø, Frank
Brekke, Camilla
spellingShingle Xu, Xu
Doulgeris, Anthony Paul
Melandsø, Frank
Brekke, Camilla
Modeling Microwave Scattering From Rough Sea Ice Surfaces
author_facet Xu, Xu
Doulgeris, Anthony Paul
Melandsø, Frank
Brekke, Camilla
author_sort Xu, Xu
title Modeling Microwave Scattering From Rough Sea Ice Surfaces
title_short Modeling Microwave Scattering From Rough Sea Ice Surfaces
title_full Modeling Microwave Scattering From Rough Sea Ice Surfaces
title_fullStr Modeling Microwave Scattering From Rough Sea Ice Surfaces
title_full_unstemmed Modeling Microwave Scattering From Rough Sea Ice Surfaces
title_sort modeling microwave scattering from rough sea ice surfaces
publishDate 2017
url https://hdl.handle.net/10037/30883
genre Sea ice
genre_facet Sea ice
op_relation FRIDAID 1550300
https://hdl.handle.net/10037/30883
_version_ 1779320036937170944