2017
DOI: 10.1109/tgrs.2016.2638323
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Multifrequency Microwave Backscatter From a Highly Saline Snow Cover on Smooth First-Year Sea Ice: First-Order Theoretical Modeling

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Cited by 10 publications
(17 citation statements)
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“…The maximum δ P is attained using the equation P(d)/P(0 + ) = 1/e, where P(0 + ) is the power at the air/snow interface and P(d) is the power at depth d [14,29]. Hence, the deepest layer to which microwaves penetrate corresponds to approximately one third of the initial power that enters the snow layer [14,30]. The transmissivity and reflectivity influence the observed Ku-, X-and C-band σ 0 VV and σ 0 HH depending on polarization and θ inc , with the VV-polarized waves exhibiting greater transmissivity than HH-polarized waves, and HH-polarized waves exhibiting greater reflectivity.…”
Section: Brine Wetted Snow Dielectric Modeling and Penetration Depthmentioning
confidence: 99%
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“…The maximum δ P is attained using the equation P(d)/P(0 + ) = 1/e, where P(0 + ) is the power at the air/snow interface and P(d) is the power at depth d [14,29]. Hence, the deepest layer to which microwaves penetrate corresponds to approximately one third of the initial power that enters the snow layer [14,30]. The transmissivity and reflectivity influence the observed Ku-, X-and C-band σ 0 VV and σ 0 HH depending on polarization and θ inc , with the VV-polarized waves exhibiting greater transmissivity than HH-polarized waves, and HH-polarized waves exhibiting greater reflectivity.…”
Section: Brine Wetted Snow Dielectric Modeling and Penetration Depthmentioning
confidence: 99%
“…The MSIB model does not include backscatter contributions from large scale deformed FYI features such as ridges, as the study area in this research falls under relatively smooth FYI. Previous studies [10,11,13,14,30] have used the MSIB model (modified version of methods originally formulated by [28,33] for various snow cover on sea ice related studies.…”
Section: Multilayer Snow and Ice Backscatter (Msib) Modelmentioning
confidence: 99%
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