Abstract

Snow on land surface plays a vital role in the interaction between land and atmosphere in the state-of-the-art land surface models (LSMs) and the real world. Since the snow cover affects the snow albedo and the ground and soil heat fluxes, it is crucial to detect snow cover changes accurately. It is challenging to acquire observation data for snow cover, snow albedo, and snow depth; thus, an excellent alternative is to use the simulation data produced by the LSMs that calculate the snow-related physical processes. The LSMs show significant differences in the complexities of the snow parameterizations in terms of variables and processes considered. Thus, the synthetic intercomparisons of the snow physics in the LSMs will help the improvement of each LSM. This study revealed and discussed the differences in the parameterizations among LSMs related to snow cover fraction, snow albedo, and snow density. We selected the most popular and well-documented LSMs embedded in the Earth System Model or operational forecasting systems. We examined single layer schemes, including the Unified Noah Land Surface Model (Noah LSM), the Hydrology Tiled ECMWF Scheme of Surface Exchanges over Land (HTESSEL), the Biosphere-Atmosphere Transfer Scheme (BATS), the Canadian Land Surface Scheme (CLASS), and multilayer schemes of intermediate complexity including the Community Noah Land Surface Model with Multi-Parameterization Options (Noah-MP), the Community Land Model version 5 (CLM 5), the Joint UK Land Environment Simulator (JULES), and the Interaction Soil-Biosphere-Atmosphere (ISBA). First, we identified that BATS, Noah-MP, JULES, and ISBA reflect the snow depth and roughness length to parameterize snow cover fraction, and CLM 5 accounts for the standard deviation of the elevation value for the snow cover decay function. Second, CLM 5 and BATS are relatively complex, so that they explicitly take into account the solar zenith angle, black carbon, mineral dust, organic carbon, and ice grain size for the determinations of snow albedo. Besides, JULES and ISBA are also complicated model which concerns ice grain size, solar zenith angle, new snow depth, fresh snowfall rate, and surface temperature for the albedo scheme. Third, HTESSEL, CLM 5, and ISBA considered the effects of both wind and temperature in the determinations of the new snow density. Especially, ISBA and JULES considered internal snow characteristics such as snow viscosity, snow temperature, and vertical stress for parameterizing new snow density. The future outlook discussed geomorphic and vegetation-related variables for the further improvement of the LSMs. Previous studies clearly show that spatio-temporal variation of snow is due to the influence of altitude, slope, and vegetation condition. Therefore, we recommended applying geomorphic and vegetation factors such as elevation, slope, time-varying roughness length, vegetation indexes, or optimized parameters according to the land surface type to parameterize snow-related physical processes.

Highlights

  • Physical processes related to snow play an essential role in interacting with the heat and moisture flux between the atmosphere 30 and the land surface and between the land surface and soil

  • Hedrick et al (2015) used regional-scale lidar-derived measurements, Fernandes et al (2018) measured the change of snowpack using lightweight unoccupied vehicle videos, and López-Moreno et al (2011) discussed sampling strategies and average depth 35 measurements related to snow depth data acquisition

  • Depending on the purpose of each land surface models (LSMs), we presented a comparison table so that readers can identify the variables already reflected in various LSMs which have enough information on snow-related schemes

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Summary

Introduction

Physical processes related to snow play an essential role in interacting with the heat and moisture flux between the atmosphere 30 and the land surface and between the land surface and soil. The BATS, JULES, ISBA and Noah-MP model are different from the others in that it utilizes snow depth and 125 roughness length to parameterize snow cover. They used different values of roughness length according to the land surface type. Yang et al (1997) upgraded the snow cover fraction scheme using different roughness lengths according to the land surface type and snow depth (Eq (f)). This new scheme reflects the aspect from Jordan et al (2008) that snow cover and albedo are related to the vegetation and roughness length. Among the eight LSMs, only BATS and ISBA consider GVF directly for snow cover parameterization, and BATS, Noah-MP, JULES, and ISBA account for roughness length

Snow albedo parameterization in LSMs
Snow density parameterization in LSMs
Future outlook
Conclusions

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