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Updated: Aug 25, 2025

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Determination of the Friction Coefficients of Icy Pavements Under Different Amounts of Snowfall
Published on: January 6, 2023
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A Consistent Framework for Coupling Basal Friction With Subglacial Hydrology on Hard-Bedded Glaciers
Adrien Gilbert1,2, Florent Gimbert1, Kjetil Thøgersen3
1University Grenoble-Alpes CNRS IGE Grenoble France.
Summary
This study introduces a unified model for glacier basal friction and drainage, improving predictions of glacier sliding speed. The new model accurately explains real-world glacier data by linking cavity evolution to both friction and water flow.
Area of Science:
- Glaciology
- Geophysics
- Environmental Science
Background:
- Subglacial drainage and basal friction in glaciers are controlled by basal cavities.
- Existing hydro-mechanical models treat cavity-driven friction and hydraulic transmissivity separately, leading to inconsistencies.
- A unified approach is needed to accurately model glacier basal processes.
Purpose of the Study:
- To develop a novel coupled hydro-mechanical model for glacier basal processes.
- To ensure a consistent description of cavity evolution governing both friction and drainage.
- To validate the model against observational data of glacier sliding speed.
Main Methods:
- Developed a common cavity-evolution description for transient friction and hydraulic transmissivity.
- Coupled hydro-mechanical model incorporating unified cavity dynamics.
- Validation using a unique observational record of glacier sliding speed from the French Alps.
Main Results:
- The new coupling approach resolves inconsistencies found in previous models.
- The model successfully explains observed glacier sliding speeds.
- Sliding speed is directly related to basal shear stress and water discharge on multi-day to multi-decadal timescales.
Conclusions:
- A unified cavity-evolution model provides a more physically consistent representation of glacier basal processes.
- The model advances our understanding of glacier sliding dynamics and subglacial hydrology.
- Water pressure is a dependent variable adjusting to maintain necessary cavitation ratios.
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