Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Snow representation in seasonal forecasts and climate simulations: sensitivities of seasonal snow simulation and impact on frozen soils

View through CrossRef
Snow cover is a critical component of the Earth's climate system, covering up to 44 % of the Northern Hemisphere's land during winter and influencing energy exchange, water storage, and atmospheric circulation patterns. However, operational seasonal forecasting systems and climate models still encounter challenges in accurately representing snow processes. This leads to biases in temperature predictions and frozen soil simulations. This cumulative thesis investigates snow representation across different modeling frameworks to identify sources of error and quantify sensitivities. The first study evaluated five operational seasonal forecasting systems over Siberia, distinguishing between initialization and parameterization errors. The results showed that initial snow biases persisted throughout the forecast period, influencing snow melt timing and duration. Although multi-layer snow schemes offer theoretical advantages, they did not outperform single-layer schemes among the five systems due to initialization challenges. Both initialization and parameterization contributed to snow biases, with their relative importance varying by system. The second study used the TERRA Standalone land surface model to quantify the sensitivity of snow simulations to initialization, parameterization, and atmospheric forcing. A +10 % precipitation perturbation during early winter simulations increased total snow mass by 28 % (more than three times the interannual variability), while a +10 % albedo perturbation during spring simulations increased the area of snow cover by 24 %. Snow margin zones were particularly sensitive to albedo and precipitation perturbations, with positive perturbations having larger effects than negative ones due to the snow/no-snow threshold. The third study compared the Coupled Model Intercomparison Project Phase 6 (CMIP6) and Land Surface, Snow, and Soil Moisture Model Intercomparison Project (LS3MIP) models to evaluate frozen soil simulations in Siberia. LS3MIP showed a higher winter soil temperature bias (-3.6 °C) than CMIP6 (-2.7 °C), indicating that coupled models partially compensate for errors in the land surface component. All models underestimated the effects of snow insulation, with temperature differences of up to 10 °C less than observed at shallow snow depths (below 0.2 m). Models with updated snow thermal conductivity formulations demonstrated improved insulation representation. Together, these studies highlight the importance of accurately representing snow in climate and seasonal forecasting systems. The results demonstrate that accurate snow initialization is essential for reliable seasonal snow forecasts. Precipitation forcing and albedo parameterization dominate uncertainties in snow mass and snow cover area, and improving parameterization, especially for snow thermal conductivity and snow cover fraction is critical for realistically simulating frozen soil conditions in climate models.
University Library J. C. Senckenberg
Title: Snow representation in seasonal forecasts and climate simulations: sensitivities of seasonal snow simulation and impact on frozen soils
Description:
Snow cover is a critical component of the Earth's climate system, covering up to 44 % of the Northern Hemisphere's land during winter and influencing energy exchange, water storage, and atmospheric circulation patterns.
However, operational seasonal forecasting systems and climate models still encounter challenges in accurately representing snow processes.
This leads to biases in temperature predictions and frozen soil simulations.
This cumulative thesis investigates snow representation across different modeling frameworks to identify sources of error and quantify sensitivities.
The first study evaluated five operational seasonal forecasting systems over Siberia, distinguishing between initialization and parameterization errors.
The results showed that initial snow biases persisted throughout the forecast period, influencing snow melt timing and duration.
Although multi-layer snow schemes offer theoretical advantages, they did not outperform single-layer schemes among the five systems due to initialization challenges.
Both initialization and parameterization contributed to snow biases, with their relative importance varying by system.
The second study used the TERRA Standalone land surface model to quantify the sensitivity of snow simulations to initialization, parameterization, and atmospheric forcing.
A +10 % precipitation perturbation during early winter simulations increased total snow mass by 28 % (more than three times the interannual variability), while a +10 % albedo perturbation during spring simulations increased the area of snow cover by 24 %.
Snow margin zones were particularly sensitive to albedo and precipitation perturbations, with positive perturbations having larger effects than negative ones due to the snow/no-snow threshold.
The third study compared the Coupled Model Intercomparison Project Phase 6 (CMIP6) and Land Surface, Snow, and Soil Moisture Model Intercomparison Project (LS3MIP) models to evaluate frozen soil simulations in Siberia.
LS3MIP showed a higher winter soil temperature bias (-3.
6 °C) than CMIP6 (-2.
7 °C), indicating that coupled models partially compensate for errors in the land surface component.
All models underestimated the effects of snow insulation, with temperature differences of up to 10 °C less than observed at shallow snow depths (below 0.
2 m).
Models with updated snow thermal conductivity formulations demonstrated improved insulation representation.
Together, these studies highlight the importance of accurately representing snow in climate and seasonal forecasting systems.
The results demonstrate that accurate snow initialization is essential for reliable seasonal snow forecasts.
Precipitation forcing and albedo parameterization dominate uncertainties in snow mass and snow cover area, and improving parameterization, especially for snow thermal conductivity and snow cover fraction is critical for realistically simulating frozen soil conditions in climate models.

Related Results

Characteristics of Taiga and Tundra Snowpack in Development and Validation of Remote Sensing of Snow
Characteristics of Taiga and Tundra Snowpack in Development and Validation of Remote Sensing of Snow
Remote sensing of snow is a method to measure snow cover characteristics without direct physical contact with the target from airborne or space-borne platforms. Reliable estimates ...
Climate and Culture
Climate and Culture
Climate is, presently, a heatedly discussed topic. Concerns about the environmental, economic, political and social consequences of climate change are of central interest in academ...
Influence of cohesion on drifting snow investigated in cold wind-tunnel 
Influence of cohesion on drifting snow investigated in cold wind-tunnel 
<p>Aeolian transport of particles occurs in many geophysical contexts such as wind-blown sand or snow drift and is governed by a myriad of physical mechanisms. Most o...
ProPower: A new tool to assess the value of probabilistic forecasts in power systems management
ProPower: A new tool to assess the value of probabilistic forecasts in power systems management
Objective and BackgroundEnsemble weather forecasts have been promoted by meteorologists for use due to their inherent capability of quantifying forecast uncertainty. Despite this a...
Statistical downscaling of temperature and humidity for snow-quality risk forecasts for Beijing 2022 Winter Olympics
Statistical downscaling of temperature and humidity for snow-quality risk forecasts for Beijing 2022 Winter Olympics
<p>High-quality snow is critical for the Winter Olympic Games. Snow quality is very sensitive to the changes of meteorological elements, especially temperature and hu...
Dynamic Snow Distribution Modeling using the Fokker-Planck Equation Approach
Dynamic Snow Distribution Modeling using the Fokker-Planck Equation Approach
<p>The Fokker-Planck equation (FPE) describes the time evolution of the distribution function of fluctuating macroscopic variables.  Although the FPE was...
Downscaling global seasonal weather forecasts for crop yield forecasting over Zimbabwe
Downscaling global seasonal weather forecasts for crop yield forecasting over Zimbabwe
<p>This study focuses on the assessment of the impact of downscaling seasonal forecasts from the Climate Forecast System version 2 (CFSv2) using the Weather Research ...
Influence of Soil Salinization on Active Layer Thickness of Frozen Soil
Influence of Soil Salinization on Active Layer Thickness of Frozen Soil
The climate of the Qinghai–Tibet Plateau is distinct. Given the large temperature difference between day and night, drought in perennial years, low rainfall and large evaporation v...

Back to Top