The authors prove local well-posedness of the Kelvin-Voigt EVP sea-ice model with advection and global well-posedness without advection, using a new L^∞ estimate on the stress tensor that exploits the damping structure.
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math.AP 2years
2026 2verdicts
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Establishes local and global strong well-posedness plus time-periodic solutions for a landfast ice extension of the viscous-plastic sea-ice model, with simulations confirming stationary equilibria.
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A mathematical study of an elastic-viscous-plastic sea-ice model with the Kelvin-Voigt rheology
The authors prove local well-posedness of the Kelvin-Voigt EVP sea-ice model with advection and global well-posedness without advection, using a new L^∞ estimate on the stress tensor that exploits the damping structure.
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Analysis and numerical simulations of a landfast ice model
Establishes local and global strong well-posedness plus time-periodic solutions for a landfast ice extension of the viscous-plastic sea-ice model, with simulations confirming stationary equilibria.