Results 171 to 180 of about 7,703 (211)
Rate-induced tipping in marine-based regions of the Antarctic ice sheet
Swierczek-Jereczek J +4 more
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Science, 2012
Full-stress flow models for ice sheets promise improved projections of sea-level change.
Richard B. Alley, Ian Joughin
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Full-stress flow models for ice sheets promise improved projections of sea-level change.
Richard B. Alley, Ian Joughin
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1984
It is only in exceptional cases that the shape of an ice sheet can be calculated by analytical methods. Some examples of situations in which this is possible will be discussed in chapter 6. In most cases numerical methods have to be used, particularly when we are not only interested in steady states, but also want to compute the transient behaviour of ...
J. Oerlemans, C. J. van der Veen
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It is only in exceptional cases that the shape of an ice sheet can be calculated by analytical methods. Some examples of situations in which this is possible will be discussed in chapter 6. In most cases numerical methods have to be used, particularly when we are not only interested in steady states, but also want to compute the transient behaviour of ...
J. Oerlemans, C. J. van der Veen
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Geophysical & Astrophysical Fluid Dynamics, 1992
This paper surveys the problem of modelling the dynamics of large ice sheets. A simplified model for two-dimensional plane ice sheets is derived, and both isothermal and non-isothermal cases are co...
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This paper surveys the problem of modelling the dynamics of large ice sheets. A simplified model for two-dimensional plane ice sheets is derived, and both isothermal and non-isothermal cases are co...
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Antarctic ice-sheet hysteresis in a three-dimensional hybrid ice-sheet model
2020<p>Ice sheets, in particular the Antarctic Ice Sheet (AIS), are considered as potential tipping elements (TEs) of the Earth system. The mechanism underlying tipping is the existence of positive feedbacks leading to self-amplification processes that, once triggered, dominate the dynamics of the system.
Marisa Montoya +5 more
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2023
Glacier mass loss related to ice flow is a quantitative factor that controls sea level rise and global warming. Ice flow is attributed to the complicated interaction between grounding line migration, calving basal friction, and topography. Previous studies using massive geophysical observation, including IPR (Ice Penetrating Radar), InSAR ...
Yi-Jeong Baek, Byung-Dal So
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Glacier mass loss related to ice flow is a quantitative factor that controls sea level rise and global warming. Ice flow is attributed to the complicated interaction between grounding line migration, calving basal friction, and topography. Previous studies using massive geophysical observation, including IPR (Ice Penetrating Radar), InSAR ...
Yi-Jeong Baek, Byung-Dal So
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Historic simulations of the Antarctic Ice Sheet with the Parallel Ice Sheet Model
2021<p>Large uncertainties in Antarctic sea level projections are related to ocean-driven melting (Seroussi et al., 2020; Jourdain et al., 2020; Reese et al., 2020; Edwards et al., in press) and the marine ice sheet instability (Robel et al., 2019).
Ronja Reese +4 more
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Coupling ice-sheet and climate models for simulation of former ice sheets
2003Publisher Summary This chapter explores the development of coupled climate and ice-sheet models over the past two decades, discusses the current technical and physical capabilities of models, and identifies future work for developing a better understanding of ice-climate events that have punctuated Earth history.
Shawn J. Marshall +3 more
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Modelling the dynamics of ice sheets
Progress in Physical Geography: Earth and Environment, 1993Although the mechanics and qualitative dynamics of grounded ice sheets and ice shelves are fairly well understood, this is not true for the transition between the two. In consequence, the existence and nature of any grounding line instability have yet to be established.
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2018
In this chapter, the flow of grounded ice sheets on geophysical scales is investigated. Two ice flow configurations are considered: plane and radially-symmetric. Assuming that ice viscosities depend on local temperature, strain-rate and current strength of anisotropy of the material, computational models have been developed to solve the system of ...
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In this chapter, the flow of grounded ice sheets on geophysical scales is investigated. Two ice flow configurations are considered: plane and radially-symmetric. Assuming that ice viscosities depend on local temperature, strain-rate and current strength of anisotropy of the material, computational models have been developed to solve the system of ...
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