Abstract
Given the substantial variability of snow in complex mountainous terrain, a considerable challenge of coarse scale modeling applications is accurately representing the subgrid variability of snowpack properties. The snow depth coefficient of variation (CVds) is a useful metric for characterizing subgrid snow distributions but has not been well defined by a parameterization for mountainous environments. This study utilizes lidar-derived snow depth datasets spanning alpine to sub-alpine mountainous terrain in Colorado, USA to evaluate the variability of subgrid snow distributions within a grid size comparable to a 1000 m resolution common for hydrologic and land surface models. The subgrid CVds exhibited a wide range of variability across the 321 km2 study area (0.15 to 2.74) and was significantly greater in alpine areas compared to subalpine areas. Mean snow depth was the dominant driver of CVds variability in both alpine and subalpine areas, as CVds decreased nonlinearly with increasing snow depths. This negative correlation is attributed to the static size of roughness elements (topography and canopy) that strongly influence seasonal snow variability. Subgrid CVds was also strongly related to topography and forest variables; important drivers of CVds included the subgrid variability of terrain exposure to wind in alpine areas and the mean and variability of forest metrics in subalpine areas. Two statistical models were developed (alpine and subalpine) for predicting subgrid CVds that show reasonable performance statistics. The methodology presented here can be used for characterizing the variability of CVds in snow-dominated mountainous regions, and highlights the utility of using lidar-derived snow datasets for improving model representations of snow processes.
Highlights
Snow plays an important role in hydrological, ecological, and atmospheric processes within much of the Earth System, and for this reason, considerable research has focused on understanding the spatial and temporal distribution of snow depth and snow water equivalent (SWE) across the landscape (Clark et al, 2011)
Liston (2004) presented an approach of effectively representing subgrid snow distributions in coarse-scale models by using a lognormal probability density function and an assigned coefficient of variation (CV). This approach only requires an estimation of the CV parameter, Subgrid snow depth coefficient of variation spanning alpine to sub-alpine mountainous terrain which has generally been estimated from field data and is a measure of snow variability that allows for comparisons that are independent of the amount of snow accumulation
In this study, an evaluation of the Subgrid snow depth coefficient of variation spanning alpine to sub-alpine mountainous terrain snowpack conditions was important for assessing if the subgrid CVds may have been influenced by a melting snowpack
Summary
Snow plays an important role in hydrological, ecological, and atmospheric processes within much of the Earth System, and for this reason, considerable research has focused on understanding the spatial and temporal distribution of snow depth (ds) and snow water equivalent (SWE) across the landscape (Clark et al, 2011). Mountainous areas, which often accumulate large seasonal snowpacks, generally exhibit a high range of snow variability because of these effects (Sturm et al, 1995) Given that this variability occurs over relatively short distances (Fassnacht and Deems, 2006; López-Moreno et al, 2011), accurately modeling the distribution of snow in mountainous areas requires a detailed understanding of the characteristics of snow variability at the model scale of interest (Trujillo and Lehning, 2015). Liston (2004) presented an approach of effectively representing subgrid snow distributions in coarse-scale models by using a lognormal probability density function and an assigned coefficient of variation (CV) This approach only requires an estimation of the CV parameter (i.e. standard deviation divided by the mean), Subgrid snow depth coefficient of variation spanning alpine to sub-alpine mountainous terrain which has generally been estimated from field data and is a measure of snow variability that allows for comparisons that are independent of the amount of snow accumulation. The range of published CVSWE and CVds in complex mountainous terrain (i.e. the mountain snow class from Sturm et al, 1995) is quite variable and a parameterization has not been well defined
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