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Dryad

A probabilistic ice-sheet parameterization for Antarctic ice-sheet evolution

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Jul 09, 2026 version files 13.12 MB

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Abstract

The model is updated from Rohling et al. (2024) and now includes dynamic ice-aspect ratios (h/radius) in response to (a) duration of ice cover over a location (the longer, the less regolith influence), duration of ice-free conditions once bedrock is exposed (the longer, the more regolith is built up again); and (b) mean bedrock slope from ice-sheet centre to margin (dependent on initial continent slope and cumulative GIA). The model is now probabilistic and uses a generous set of monotonic random perturbations to the d18Oc:SL input function (spanning the entire width of the Milankovitch variability in the Spratt and Lisiecki regression, Climate of the Past 2016). Propagation of all uncertainties and their co-variations is evaluated using a Monte Carlo assessment. The number of iterations is set in line 54 to N = 500. It was found that no substantive changes occurred in the output once N > 100. Care must be taken that outcome probability envelopes are not simply additive, as uncertainties in several cases are drawn from a closed sum (when one goes up, others must go down). Hence all probability envelopes must be separately resolved because they cannot be obtained from standard addition routines. Ice altitude and bedrock changes are now plotted properly including the initial bedrock elevations ("peakX"). A plot has been added of the percentage of Monte Carlo simulations that exceeds a radius of 0m, for each time slice. At the end, an animation has been added that shows the simple modelled Antarctic ice extent changes over time on a map, with its reconstructed 68 % probability envelope (based on the 16th and 84th percentiles).