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Snow Microwave Emission Modeling of Ice Lenses Within a Snowpack Using the Microwave Emission Model for Layered Snowpacks

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Ice lens formation, which follows rain on snow events or melt-refreeze cycles in winter and spring, is likely to become more frequent as a result of increasing mean winter temperatures at high latitudes. These ice lenses significantly affect the microwave scattering and emission properties, and hence snow brightness temperatures that are widely used to monitor snow cover properties from space. To understand and interpret the spaceborne microwave signal, the modeling of these phenomena needs improvement. This paper shows the effects and sensitivity of ice lenses on simulated brightness temperatures using the microwave emission model of layered snowpacks coupled to a soil emission model at 19 and 37 GHz in both horizontal and vertical polarizations. Results when considering pure ice lenses show an improvement of 20.5 K of the root mean square error between the simulated and measured brightness temperature (Tb) using several in situ data sets acquired during field campaigns across Canada. The modeled Tbs are found to be highly sensitive to the vertical location of ice lenses within the snowpack.
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... Distribution of retrieved parameters at Ku-Band (Table 7). The range of retrieved K values from Picard et al. (2022) for both grain types (PG22) and the different values retrieved by King et al. (2018) and Montpetit et al. (2013) are also displayed (KJ18 and MB13 respectively). (Table 7), b) retrieved parameters for each site individually (distributed values shown in Figure 12) and c) the same parameterization as a) except the median values of ε ′ soil of the two clusters of Figure 12 were used. ...
... Though no significant relationship was found, the higher values of K H tend to be associated with higher depth hoar fraction (> 0.45). The median value retrieved of 1.11 is also in agreement with grain size correction factors 385 (ϕ), which can now be explained by the polydispersity (Picard et al., 2022), reported by King et al. (2018) and Montpetit et al. (2013) for Canadian Arctic tundra sites. Those studies applied a single correction factor to all layers and it is known that the microwave snow volume scattering is dominated by the depth hoar layer which tends to boost the overall polydispersity close to K H in this case. ...
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... For each pixel of the MEaSUREs database, the closest NARR pixels is used to obtain a value of PWAT to use for the correction, this approach has been used in peer-reviewed articles for over a decade (Roy 2014). NARR is a commonly used dataset for meteorological data over the Canadian Arctic and it has been coupled with microwave datasets in many studies before (Montpetit et al. 2013;Dupont et al. 2014;Picard et al. 2013;Roy 2014). The corrected measurements ( Bcorr ) were calculated using the equation ...
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... Thus, algorithms utilizing polarization differences or ratios (e.g., ASI and NASA-Team) will be influenced by the presence of such layers. How strong a certain frequency is impacted depends generally on the thickness of the ice layer (Montpetit et al., 2013). When we include such an ice layer in the SMP-based modeling, the modeled data (bottom panels in Figure 7. Histogram of simulated polarization ratio, gradient ratio, and polarization difference for 84 SnowMicroPen profiles. ...
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... In general, the H-pol brightness temperature is more complex because it is in part controlled by snow scattering and snow temperature (exactly as V-pol), and in addition, it is sensitive to the surface density and the vertical density fluctuations in the snowpack (layering). The ice layers decrease the brightness temperature at H-pol due to the reflections on the high dielectric contrast between snow and ice in the upper part of the firn (Montpetit et al., 2013). The variations in V-pol and H-pol are correlated and of similar amplitude only if the ice layer effect is negligible. ...
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... The penetration of the incident EM wave in the snowpack depends on the extinction coefficient (k e ) of the snowpack. Here, k e represents the sum of the volume absorption coefficients (k a ) and the volume scattering coefficient (k s ) (Montpetit et al. 2013;Maslanka et al. 2019;Saberi et al. 2020). The imaginary part of the snowpack dielectric constant ðε 00 r Þ regulates this absorption coefficient (k a ), and the scattering coefficient (k s ) depends on the geometry and the inhomogeneities of the snowpack with respect to the wavelength of the incident wave (Leinß and Hajnsek 2012). ...
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... No grain size measurements were recorded in layers classified as ice. 2) SSA was estimated from short wave infrared (SWIR) using a laser-based reflectance system [30] from which the physical relationship between albedo and SSA is described in [40]. At each site, an SSA profile was constructed by collecting several 6 cm thick samples of the snowpack at various depths. ...
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Chapter
The polar ice sheets and glacier ice contain the majority of the terrestrial water-ice mass. Snow, the freshly precipitated form of ice, covers, to a variable degree, very large parts of the terrestrial surface during the winter season. These icy bodies possess spectral and polarimetric signatures in the microwave range which are suitable for both active (radar) and passive (radiometric) remote sensing. The signatures are related to the special dielectric properties on the one hand, and on the other, to the characteristic structural behavior, ranging from microscopic to macroscopic scale, and being different for different parts of the cryosphere.
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