Icesheet Domain

Icesheet Domain Leads

Protocol

Last update: 5 August 2026

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Timeline

List of experiments

Initializaton

Forcing

GIA

Calving

README

Data distribution

Acknowledgements

Appendix

References

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Timeline

List of experiments

Figure 1: Overarching TIPMIP experimental design. Figure from Winkelmann et al. (in review).

Table 1: List of TIPMIP-ICE SHEETS experiments (Tiers 1–3) for Antarctic Ice Sheet.

TierExperimentIce-sheet model setupESM forcingLength of experiment (in model years)
Tier 1Exp01-NorESM2-LM-ramp-defRamp-up DefaultNorESM2-LMapprox. 200
Exp01-NorESM2-LM-stab2.0-defStabilization at 2°C, ideally over 1000 years (if that is computationally not feasible, over 200 years)1000 (or 200)
Exp01-NorESM2-LM-stab2.0-200y-revpi-defReversal after 200 years from 2°C to pre-industrial 1000 (or 200)
Exp01-NorESM2-LM-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial (if Exp01-NorESM2-LM-stab2.0-def was run over 1000 years)1000
Exp01-NorESM2-LM-stab4.0-defStabilization at 4°C, ideally over 1000 years (if that is computationally not feasible, over 200 years)1000 (or 200)
Exp01-NorESM2-LM-stab4.0-200y-rev2.0-defReversal after 200 years from 4°C to 2°C 1000 (or 200)
Exp01-NorESM2-LM-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C (if Exp01-NorESM2-LM-stab4.0-def was run over 1000 years)1000
Exp01-NorESM2-LM-stab4.0-200y-revpi-defReversal after 200 years from 4°C to pre-industrial  1000 (or 200)
Exp01-NorESM2-LM-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial(if Exp01-NorESM2-LM-stab4.0-def was run over 1000 years)1000
Exp01-ctrlPre-industrial ctrl2200 (or 600)
Tier 2
Parametric uncertainty related to feedbacks
Exp02-NorESM2-LM-ramp-LowAtmRamp-upLower atmospheric lapse rateNorESM2-LMapprox. 200
Exp02-NorESM2-LM-stab2.0-LowAtmStabilization at 2°C over 1000 years1000
Exp02-NorESM2-LM-stab2.0-1000y-revpi-LowAtmReversal after 1000 years from 2°C to pre-industrial1000
Exp02-NorESM2-LM-stab4.0-LowAtmStabilisation at 4°C over 1000 years1000
Exp02-NorESM2-LM-stab4.0-1000y-rev2.0-LowAtmReversal after 1000 years from 4°C to 2°C 1000
Exp02-NorESM2-LM-stab4.0-1000y-revpi-LowAtmReversal after 1000 years from 4°C to pre-industrial 1000
Ex03-NorESM2-LM-ramp-HighAtmRamp-up Higher atmospheric lapse rateapprox. 200
Ex03-NorESM2-LM-stab2.0-HighAtmStabilization at 2°C over 1000 years1000
Ex03-NorESM2-LM-stab2.0-1000y-revpi-HighAtmReversal after 1000 years from 2°C to pre-industrial1000
Ex03-NorESM2-LM-stab4.0-HighAtmStabilisation at 4°C over 1000 years1000
Ex03-NorESM2-LM-stab4.0-1000y-rev2.0-HighAtmReversal after 1000 years from 4°C to 2°C 1000
Ex03-NorESM2-LM-stab4.0-1000y-revpi-HighAtmReversal after 1000 years from 4°C to pre-industrial 1000
Exp04-NorESM2-LM-ramp-LowOcnRamp-upLower sub-shelf melt sensitivityapprox. 200
Exp04-NorESM2-LM-stab2.0-LowOcnStabilization at 2°C over 1000 years1000
Exp04-NorESM2-LM-stab2.0-1000y-revpi-LowOcnReversal after 1000 years from 2°C to pre-industrial1000
Exp04-NorESM2-LM-stab4.0-LowOcnStabilisation at 4°C over 1000 years1000
Exp04-NorESM2-LM-stab4.0-1000y-rev2.0-LowOcnReversal after 1000 years from 4°C to  2°C 1000
Exp04-NorESM2-LM-stab4.0-1000y-revpi-LowOcnReversal after 1000 years from 4°C to pre-industrial 1000
Exp05-NorESM2-LM-ramp-HighOcnRamp-up Higher sub-shelf melt sensitivityapprox. 200
Exp05-NorESM2-LM-stab2.0-HighOcnStabilization at 2°C over 1000 years1000
Exp05-NorESM2-LM-stab2.0-1000y-revpi-HighOcnReversal after 1000 years from 2°C to pre-industrial1000
Exp05-NorESM2-LM-stab4.0-HighOcnStabilisation at 4°C over 1000 years1000
Exp05-NorESM2-LM-stab4.0-1000y-rev2.0-HighOcnReversal after 1000 years from 4°C to 2°C 1000
Exp05-NorESM2-LM-stab4.0-1000y-revpi-HighOcnReversal after 1000 years from 4°C to pre-industrial 1000
Tier 3
ESM uncertainty
Exp06-ESM2-ramp-defRamp-upDefaultESM2approx. 200
Exp06-ESM2-stab2.0-defStabilization at 2°C over 1000 years1000
Exp06-ESM2-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp06-ESM2-stab4.0-defStabilization at 4°C over 1000 years1000
Exp06-ESM2-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp06-ESM2-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000
Exp07-ESM3-ramp-defRamp-upESM3approx. 200
Exp07-ESM3-stab2.0-defStabilization at 2°C over 1000 years1000
Exp07-ESM3-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp07-ESM3-stab4.0-defStabilization at 4°C over 1000 years1000
Exp07-ESM3-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp07-ESM3-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000
Exp08-ESM4-ramp-defRamp-upESM4approx. 200
Exp08-ESM4-stab2.0-defStabilization at 2°C over 1000 years1000
Exp08-ESM4-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp08-ESM4-stab4.0-defStabilization at 4°C over 1000 years1000
Exp08-ESM4-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp08-ESM4-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000

Table 2: List of TIPMIP-ICE SHEETS experiments (Tiers 1–3) for Greenland Ice Sheet. 

TierExperimentIce-sheet model setupESM forcingLength of experiment (in model years)
Tier 1Exp01-UKESM1-2-LL-ramp-defRamp-up DefaultUKESM1-2-LLapprox. 200
Exp01-UKESM1-2-LL-stab2.0-defStabilization at 2°C, ideally over 1000 years (if that is computationally not feasible, over 200 years)1000 (or 200)
Exp01-UKESM1-2-LL-stab2.0-200y-revpi-defReversal after 200 years from 2°C to pre-industrial 1000 (or 200)
Exp01-UKESM1-2-LL-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial (if Exp01-UKESM1-2-LL-stab2.0-def was run over 1000 years)1000
Exp01-UKESM1-2-LL-stab4.0-defStabilization at 4°C, ideally over 1000 years (if that is computationally not feasible, over 200 years)1000 (or 200)
Exp01-UKESM1-2-LL-stab4.0-200y-rev2.0-defReversal after 200 years from 4°C to 2°C 1000 (or 200)
Exp01-UKESM1-2-LL-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C (if Exp01-UKESM1-2-LL-stab4.0-def was run over 1000 years)1000
Exp01-UKESM1-2-LL-stab4.0-200y-revpi-defReversal after 200 years from 4°C to pre-industrial  1000 (or 200)
Exp01-UKESM1-2-LL-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial(if Exp01-UKESM1-2-LL-stab4.0-def was run over 1000 years)1000
Exp01-ctrlPre-industrial ctrl2200 (or 600)
Tier 2
Parametric uncertainty related to feedbacks
Exp02-UKESM1-2-LL-ramp-LowAtmRamp-upLower atmospheric lapse rateUKESM1-2-LLapprox. 200
Exp02-UKESM1-2-LL-stab2.0-LowAtmStabilization at 2°C over 1000 years1000
Exp02-UKESM1-2-LL-stab2.0-1000y-revpi-LowAtmReversal after 1000 years from 2°C to pre-industrial1000
Exp02-UKESM1-2-LL-stab4.0-LowAtmStabilisation at 4°C over 1000 years1000
Exp02-UKESM1-2-LL-stab4.0-1000y-rev2.0-LowAtmReversal after 1000 years from 4°C to 2°C 1000
Exp02-UKESM1-2-LL-stab4.0-1000y-revpi-LowAtmReversal after 1000 years from 4°C to pre-industrial 1000
Ex03-UKESM1-2-LL-ramp-HighAtmRamp-up Higher atmospheric lapse rateapprox. 200
Ex03-UKESM1-2-LL-stab2.0-HighAtmStabilization at 2°C over 1000 years1000
Ex03-UKESM1-2-LL-stab2.0-1000y-revpi-HighAtmReversal after 1000 years from 2°C to pre-industrial1000
Ex03-UKESM1-2-LL-stab4.0-HighAtmStabilisation at 4°C over 1000 years1000
Ex03-UKESM1-2-LL-stab4.0-1000y-rev2.0-HighAtmReversal after 1000 years from 4°C to 2°C 1000
Ex03-UKESM1-2-LL-stab4.0-1000y-revpi-HighAtmReversal after 1000 years from 4°C to pre-industrial 1000
Exp04-UKESM1-2-LL-ramp-LowOcnRamp-upLower frontal melt sensitivityapprox. 200
Exp04-UKESM1-2-LL-stab2.0-LowOcnStabilization at 2°C over 1000 years1000
Exp04-UKESM1-2-LL-stab2.0-1000y-revpi-LowOcnReversal after 1000 years from 2°C to pre-industrial1000
Exp04-UKESM1-2-LL-stab4.0-LowOcnStabilisation at 4°C over 1000 years1000
Exp04-UKESM1-2-LL-stab4.0-1000y-rev2.0-LowOcnReversal after 1000 years from 4°C to  2°C 1000
Exp04-UKESM1-2-LL-stab4.0-1000y-revpi-LowOcnReversal after 1000 years from 4°C to pre-industrial 1000
Exp05-UKESM1-2-LL-ramp-HighOcnRamp-up Higher frontal melt sensitivityapprox. 200
Exp05-UKESM1-2-LL-stab2.0-HighOcnStabilization at 2°C over 1000 years1000
Exp05-UKESM1-2-LL-stab2.0-1000y-revpi-HighOcnReversal after 1000 years from 2°C to pre-industrial1000
Exp05-UKESM1-2-LL-stab4.0-HighOcnStabilisation at 4°C over 1000 years1000
Exp05-UKESM1-2-LL-stab4.0-1000y-rev2.0-HighOcnReversal after 1000 years from 4°C to 2°C 1000
Exp05-UKESM1-2-LL-stab4.0-1000y-revpi-HighOcnReversal after 1000 years from 4°C to pre-industrial 1000
Tier 3
ESM uncertainty
Exp06-ESM2-ramp-defRamp-upDefaultESM2approx. 200
Exp06-ESM2-stab2.0-defStabilization at 2°C over 1000 years1000
Exp06-ESM2-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp06-ESM2-stab4.0-defStabilization at 4°C over 1000 years1000
Exp06-ESM2-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp06-ESM2-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000
Exp07-ESM3-ramp-defRamp-upESM3approx. 200
Exp07-ESM3-stab2.0-defStabilization at 2°C over 1000 years1000
Exp07-ESM3-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp07-ESM3-stab4.0-defStabilization at 4°C over 1000 years1000
Exp07-ESM3-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp07-ESM3-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000
Exp08-ESM4-ramp-defRamp-upESM4approx. 200
Exp08-ESM4-stab2.0-defStabilization at 2°C over 1000 years1000
Exp08-ESM4-stab2.0-1000y-revpi-defReversal after 1000 years from 2°C to pre-industrial1000
Exp08-ESM4-stab4.0-defStabilization at 4°C over 1000 years1000
Exp08-ESM4-stab4.0-1000y-rev2.0-defReversal after 1000 years from 4°C to 2°C 1000
Exp08-ESM4-stab4.0-1000y-revpi-defReversal after 1000 years from 4°C to pre-industrial 1000

Initialization

  • The present-day ice sheets cannot be considered to be in steady state, and have overall lost mass over the contemporary period (Otosaka et al., 2023). Examples of initialization approaches that may be used to match this feature include but are not limited to: 
    • (Quasi) equilibrium spin-up under pre-industrial boundary conditions (e.g., Reese et al., 2023) or paleo spin-up (e.g., Albrecht et al., 2020), resulting in an ice-sheet state that can be interpreted as pre-industrial. 
    • Inversion with dynamic constraints, resulting in a state that overall captures the observed mass imbalance in the present-day.  
  • The ice sheets are not characterized by widespread retreat (or collapse) in the present day (Rignot et al, 2026), while it cannot be excluded that such a retreat has already been triggered in the past. This will be tested as follows for the initialization approaches described above:
    • For ice-sheet models using the spin-up initialization, a pre-industrial control run is planned. Ice-sheet states must show stable grounding lines to be included. 
    • For ice-sheet models using the inversion method under present-day conditions, a pre-industrial control run will not be possible. In this case, the ice-sheet models need to overall capture the observed mass imbalance at present-day, and we assume that any longer-term ice-sheet changes in response to past climate conditions are “baked in”. 

Forcing 

  • Atmosphere: Monthly near-surface air temperature, precipitation 
  • Ocean:
    • Antarctic Ice Sheet: Annual temperature (for different depth levels), salinity (for different depth levels)
    • Greenland Ice Sheet: Monthly thermal forcing 
ΦISM(x,y,t)=ΦISM(x,y)+ΔΦESM(x,y,t)(1)\begin{aligned} \Phi_{ISM}(x,y,t) &= \bar{\Phi}_{ISM}(x,y) + \Delta \Phi_{ESM}(x,y,t) \qquad \qquad \qquad \qquad(1) \end{aligned}
ΦISM(x,y,t)=ΦISM(x,y)ϵΦESM(x,y,t)(2)\begin{aligned} \Phi_{ISM}(x,y,t) &= \bar{\Phi}_{ISM}(x,y) \cdot \epsilon_{\Phi_{ESM}}(x,y,t) \qquad \qquad\qquad\qquad \;\;\;\:\:(2) \end{aligned}
ΔΦESM(x,y,t)=ΦESM(x,y,t)ΦESM(x,y)(3)\Delta \Phi_{ESM}(x,y,t) = \Phi_{ESM(x,y,t)} – \bar{\Phi}_{ESM}(x,y) \qquad \qquad \qquad \qquad (3)
ϵΦESM(x,y,t)=ΦESM(x,y,t)/ΦESM(x,y)(4)\epsilon_{\Phi_{ESM}}(x,y,t) = \Phi_{ESM(x,y,t)} \:/\:\bar{\Phi}_{ESM}(x,y) \qquad \qquad \qquad \qquad \quad (4)
Figure 2: Shift in forcing depending on the ice-sheet model initialization approach. In this example, we consider an initial ice-sheet state A that can be interpreted as pre-industrial (resulting e.g. from an (quasi)equilibrium spin-up under pre-industrial boundary conditions), compared to a state B that overall captures the observed mass imbalance in the present-day (e.g. after an inversion with dynamic constraints) and where any longer-term ice-sheet changes in response to past climate conditions are assumed as “baked in”. While TIPMIP-ESM-based forcing with respect to the pre-industrial control (Eq. (1) -(4)) is applied to state A, for state B the forcing would be shifted to the observed global warming in present-day (or more generally, the global warming associated with the initialization date). Parts of the ramp-up would be disregarded in this case. Assuming the initial ice-sheet state is associated with e.g. the year 2015 with an observed global warming of 0.98 °C above pre-industrial levels (based on Copernicus Climate Change Service, 2026; Tab. 5 in Appendix), this ice-sheet model would only consider the TIPMIP-ESM-based ramp-up from the ESM simulation year 56 onwards (beyond which global warming does not fall below 0.98 °C in the TIPMIP-ESM-based forcing; Tab. 5 in Appendix). The TIPMIP-ESM-based  forcing would be shifted with respect to the simulation year 56 (passing through zero at the start of the ice-sheet’s model ramp up).

Atmospheric forcing

Tatm(x,y,t)=T(x,y,t)+ΓΔh(x,y,t)(5)\begin{aligned} T_{atm}(x,y,t) &= T(x,y,t) + \Gamma \Delta h(x,y,t) \qquad \qquad \qquad \qquad (5) \end{aligned}
  • Positive-degree day approach (PDD) (e.g., Reeh, 1991; Calov and Greve, 2005; Coulon et al., 2024; Aschwanden et al., 2019)
  • Simple diurnal Energy Balance Model (dEBM-simple) (e.g., Zeitz et al., 2021; Garbe et al., 2023)
  • Insolation-Temperature-Melt (ITM) (e.g., Pellicciotti et al., 2005; van den Berg et al., 2008; Robinson et al., 2010)
  • Simple thermodynamic parameterisation of refreezing (e.g., Janssens and Huybrechts, 2000; Huybrechts and de Wolde, 1999; Tarasov and Peltier, 2002)
  • Refreezing of constant fraction of surface melt (e.g., PISM Manual/Khrulev et al., 2026)

Ocean forcing

  • Local quadratic parameterization (Favier et al., 2019; Burgard et al., 2022)
  • ISMIP6 non-local quadratic parameterization (Jourdain et al., 2020)
  • Potsdam Ice-shelf Cavity mOdel (PICO; Reese et al., 2018; Reese et al., 2023) 
  • Plume parameterization (Lazeroms et al., 2019)
  • PICOP (Pelle et al., 2019), combining PICO and the plume parameterization
  • LADDIE (Lambert et al., 2023)
  • ISMIP6 submarine melt implementation (Slater et al., 2020), determining frontal melt based on the parameterisation of Rignot et al. (2016)  from subglacial discharge and thermal forcing. Note that the subglacial discharge may be based on the surface runoff determined by the participating ice-sheet models throughout the simulation (see Atmospheric forcing). Only the thermal forcing is provided in TIPMIP-ICE SHEETS (see Ocean forcing).
  • Potsdam Ice-shelf Cavity mOdel (PICO; REF) 
  • Tunable present-day sub-shelf melt combined with linear, scaled anomalies (Tabone et al., 2024; Gutiérrez-González et al., 2026)

GIA 

  • Elastic lithosphere–relaxed asthenosphere (ELRA) model (Le Meur and Huybrechts, 1996)
  • Laterally variable ELRA (LV-ELRA) model (Coulon et al., 2021)
  • Elastic lithosphere–viscous mantel (ELVA) model (e.g., Lingle-Clark; Lingle and Clark, 1985; Bueler et al., 2007)
  • LV-ELVA (e.g. FastIsostasy; Swierczek-Jereczek et al., 2024)

Calving 

  • Eigencalving (Levermann et al., 2012) 
  • Von Mises stress calving (Morlighem et al., 2016)
  • Thickness calving / Minimum thickness threshold (as applied in, e.g., Garbe et al., 2020)
  • Calving depending on surface/basal crevasse penetration depth (Pollard et al., 2015; DeConto and Pollard, 2016) 
  • Von Mises stress calving (Morlighem et al., 2016; Choi et al., 2017)
  • Height-above buoyancy criterion (Vieli et al., 2001) 
  • Crevasse depth calving (Benn et al., 2017; Otero et al., 2010),

README 

Output variables and file naming 

Requested ice-sheet model output variables 

Table 3: Requested ice-sheet model output variables in TIPMIP-ICE SHEETS. ST and FL refer to “state variable” and “flux variable”, respectively. While ST variables should be submitted at the end of the modelled year, FL variables should be averaged over the respective year. In addition, time is recorded in different ways, depending on the variable type. Please see Format of ice-sheet model output files below for additional information on the time variable in the submitted file.

VariableDimTypeVariable nameStandard nameUnitMandatoryComment
Ice thicknessx,y,tSTlithkland_ice_thicknessmyIce thickness of the ice sheet
Surface elevationx,y,tSTorogsurface_altitudemySurface elevation of the ice sheet
Bedrock elevationx,y,tSTtopgsurface_altitudemyBedrock topography (may change during the projections)
Ice base elevationx,y,tSTbasemy
Geothermal heat fluxx,y,tFLhfgeoubedupward_geothermal_heat_flux_in_land_iceW m-2nGeothermal heat flux at the ice interface
Surface mass balance fluxx,y,tFLacabfland_ice_surface_specific_mass_balance_fluxkg m-2 s-1ySurface mass balance flux
Basal mass balance flux beneath grounded icex,y,tFLlibmassbfgrland_ice_basal_specific_mass_balance_fluxkg m-2 s-1yBasal mass balance flux (only beneath grounded ice)
Basal mass balance flux beneath floating icex,y,tFLlibmassbfflland_ice_basal_specific_mass_balance_fluxkg m-2 s-1yBasal mass balance flux (only beneath floating ice)
Ice thickness imbalancex,y,tFLdlithkdttendency_of_land_ice_thicknessm s-1ydHdt
Surface velocity in xx,y,tSTxvelsurfland_ice_surface_x_velocitym s-1nu-velocity at land ice surface
Surface velocity in yx,y,tSTyvelsurfland_ice_surface_y_velocitym s-1nv-velocity at land ice surface
Surface velocity in zx,y,tSTzvelsurfland_ice_surface_upward_velocitym s-1nw-velocity at land ice surface
Basal velocity in xx,y,tSTxvelbaseland_ice_basal_x_velocitym s-1nu-velocity at land ice base
Basal velocity in yx,y,tSTyvelbaseland_ice_basal_y_velocitym s-1nv-velocity at land ice base
Basal velocity in zx,y,tSTzvelbaseland_ice_basal_upward_velocitym s-1nw-velocity at land ice base
Mean velocity in xx,y,tSTxvelmeanland_ice_vertical_mean_x_velocitym s-1yVertical mean land ice velocity 
Mean velocity in yx,y,tSTyvelmeanland_ice_vertical_mean_y_velocitym s-1yVertical mean land ice velocity is the average from the bedrock to the surface of the ice
Surface temperaturex,y,tSTlitemptoptemperature_at_top_of_ice_sheet_modelKnIce temperature at surface
Depth average temperaturex,y,tSTlitempavgKn
Basal temperature beneath grounded ice sheetx,y,tSTlitempbotgrtemperature_at_base_of_ice_sheet_modelKnIce temperature at base of grounded ice sheet
Basal temperature beneath floating ice shelfx,y,tSTlitempbotfltemperature_at_base_of_ice_sheet_modelKnIce temperature at base of grounded ice sheet
Basal dragx,y,tSTstrbasemagland_ice_basal_dragPayBasal drag
Calving fluxx,y,tFLlicalvfland_ice_specific_mass_flux_due_to_calvingkg m-2 s-1yIce mass change resulting from iceberg calving. Only for grid cells in contact with ocean
Grounding line fluxx,y,tFLligroundfkg m-2 s-1yFlux of ice mass across the grounding line. Only for grounding line grid cells.
Ice front melt fluxx,y,tFLlifmassbfkg m-2 s-1yIce mass change resulting from ice front melting. Only for grid cells in contact with ocean.
Land ice area fractionx,y,tSTsftgifland_ice_area_fraction1yFraction of grid cell covered by land ice
Grounded ice sheet area fractionx,y,tSTsftgrfgrounded_ice_sheet_area_fraction1yFraction of grid cell covered by grounded ice sheet, where grounded indicates that the quantity correspond to the ice sheet that flows over bedrock
Floating ice sheet area fractionx,y,tSTsftflffloating_ice_shelf_area_fraction1yFraction of grid cell covered by ice sheet flowing over seawater
Thermal forcing at the ice base under floating ice shelvesx,y,tSTtfbaseKnThermal forcing interpolated to the ice draft under floating ice shelves (fill value for purely grounded ice or not ice)
Anomaly in geopotential height from reference geoidx,y,tSTdeltaggeopotential_height_anomalymnChange in geoid height should be relative to the reference geoid
Reference geoidx,ySTrefgeoidgeoid_height_above_reference_ellipsoidmnField is calculated with respect to the WGS84 reference ellipsoid
Ice temperaturex,y,z,tSTlitempland_ice_temperatureKn

Format of ice-sheet model output files 

  • Greenland Ice Sheet: Polar stereographic projection with standard parallel at 70° N and central meridian of 45° W (315° E), referenced to WGS84 datum (EPSG:3413), Domain from (−720,000 m, −3,450,000 m)/lower-left corner to (960,000 m,−570,000 m)/upper-right corner
  • Antarctic Ice Sheet: Polar stereographic projection with standard parallel at 71° S and central meridian of 0° W, referenced to WGS84 datum (EPSG:3031), Domain from (−3,040,000 m, −3,040,000 m)/lower-left corner to (3,040,000 m, 3,040,000 m)/upper-right corner

Table 4: Example for time variable in ice-sheet model output files. Time is given as days since 0000-1-1 with a 365_day calendar. Note that the length of the climate ramp-up experiments may slightly differ depending on the ESM. In addition, the example assumes that the climate stabilization and reversal experiments are run for 1000 years. Participating ice-sheet model groups are encouraged to further extend these experiments, if possible.

State variableFlux variable
Year since initial stateStartEndEntry in fileTime (in days since basetime)Entry in fileTime (days since basetime + 0.5 years)time_bnds (left)time_bnds (right)
Climate ramp-up
0 (Initial state)1/1/000010Initial state
10000-1-10001-1-12365value at end of 00001365/20365average for 0000
20001-1-10002-1-13730value at end of 00012365+182365730average for 0001
200 0200-1-10201-1-120173000value at end of 20020072635+1827263573000average for 0200
Climate stabilization
2010201-1-10202-1-1173365value at end of 20120173000+1827300073365average over 201
12011201-1-11202-1-11000438365value at end of 12011201438000+182438000438365average over 1201
Climate reversal
12021202-1-11203-1-11438730value at end of 12021202438365+182438365438730average over 1202
22022202-1-12203-1-11000803730value at end of 22022202803415+182803415803730average over 1202

Naming of ice-sheet model output files 

Data access and distribution

Acknowledgements

  • We gratefully acknowledge the work of the Ice Sheet Model Intercomparison Project (ISMIP) and their Focus Groups for establishing a number of methods and common practices for community ice-sheet modelling that we have adapted and made use of for TIPMIP-ICE SHEETS.
  • We thank the Earth System modelling groups participating in TIPMIP-ESM for producing and making their model output available to TIPMIP-ICE SHEETS, which have formed the basis for constructing the forcing for the standalone ice-sheet model experiments.
  • We thank the participating ice-sheet modelling groups for their commitment to TIPMIP-ICE SHEETS including their contributions to the experimental protocol as well as the submissions of simulations.  
  • We thank all colleagues of the wider TIPMIP community, attending the various domain workshops, the WE-Heraeus Seminar on ‘Addressing Key Uncertainties in Modelling Physical and Ecological Tipping Dynamics in the Earth System’ in Templin (Germany, 2023), the TIPMIP General Assemblies in Baltimore (US, 2024) and in Tokyo (Japan, 2026) for fruitful discussions on the experimental design.

Appendix: Shifting forcing 

Table 5: Observed and simulated global surface temperature change above pre-industrial. Observed global surface temperature change is based on the Copernicus Climate Change Service Global Indicators Temperature Dataset (Copernicus Climate Change Service, 2026). The simulated global surface temperature change is based on the TIPMIP-ESM ramp-up simulation by NorESM2-LM and UKESM1-2-LL, chosen as Tier 1 ESMs for the Antarctic and Greenland ice sheets, respectively. Assuming the initial Antarctic ice-sheet state is associated with e.g. the year 2015 with an observed global warming of 0.98 °C above pre-industrial levels (left columns, marked in bold), this ice-sheet model would only consider the TIPMIP-ESM-based ramp-up from the ESM simulation year 56 / 45 onwards (beyond which global warming does not fall below 0.98 °C in the TIPMIP-ESM-based forcing, right columns, marked in bold) in simulations for the Antarctic / Greenland ice sheets. The TIPMIP-ESM-based  forcing would be shifted with respect to the simulation year 56 / 45 (passing through zero at the start of the ice-sheet’s model ramp up) in simulations for the Antarctic / Greenland ice sheets.  

YearObserved global surface temperature changeTIPMIP-ESM simulation timeSimulated global surface temperature change in TIPMIP-ESM ramp-up from NorESM2-LM (Tier 1 ESM for Antarctic Ice Sheet)Simulated global surface temperature change in TIPMIP-ESM ramp-up from UKESM1-2-LL (Tier 1 ESM for Greenland Ice Sheet)
18501
18512
18523
18534
18540.0850.19-0.06
18550.1160.18-0.03
18560.0970.17-0.05
18570.0580.17-0.05
18580.0390.2-0.01
18590.03100.270.06
18600.01110.330.11
1861-0.01120.360.17
1862-0.03130.330.23
1863-0.03140.290.27
1864-0.07150.220.28
1865-0.05160.190.34
1866-0.02170.240.39
18670.02180.330.4
18680.03190.430.43
18690.07200.520.45
18700.06210.60.44
18710.05220.620.46
18720.06230.660.46
18730.05240.670.5
18740.03250.670.53
18750.02260.660.53
18760.01270.670.51
18770.06280.650.55
18780.13290.750.54
18790.15300.810.57
18800.16310.810.64
18810.2320.780.69
18820.15330.770.74
18830.09340.740.78
18840.05350.770.81
18850.03360.810.82
1886-0.02370.850.86
1887-0.06380.90.88
1888-0.06390.880.91
1889-0.01400.880.95
1890-0.02410.920.94
18910420.940.95
18920.01430.930.95
1893-0.02440.950.97
1894-0.07450.921
1895-0.05460.91.02
1896-0.03470.911.04
18970.01480.921.06
18980.02490.921.07
18990.05500.951.1
19000.09510.951.14
19010.08520.931.15
19020.05530.951.15
19030.03540.931.16
1904-0.03550.941.16
1905-0.075611.19
1906-0.08571.041.21
1907-0.1581.091.22
1908-0.1591.181.22
1909-0.1601.191.22
1910-0.12611.191.24
1911-0.17621.221.32
1912-0.17631.21.34
1913-0.15641.171.34
1914-0.09651.211.36
1915-0.03661.261.3
1916-0.01671.31.26
1917-0.03681.391.28
1918-0.02691.451.28
1919-0.04701.441.29
1920-0.07711.41.37
1921-0.03721.41.43
19220.01731.411.48
19230.03741.421.52
19240.03751.441.55
19250.04761.481.55
19260.06771.491.58
19270.08781.491.64
19280.1791.471.7
19290.08801.411.7
19300.1811.391.71
19310.1821.421.74
19320.11831.461.75
19330.1841.511.76
19340.14851.651.78
19350.13861.781.78
19360.12871.831.75
19370.15881.781.74
19380.21891.761.77
19390.23901.791.83
19400.28911.781.85
19410.33921.751.88
19420.33931.811.9
19430.33941.921.89
19440.36951.931.9
19450.35961.921.96
19460.32971.981.98
19470.31982.041.97
19480.29992.082
19490.231002.112.01
19500.191012.082.02
19510.191022.022.06
19520.21032.032.12
19530.241042.012.19
19540.231051.982.17
19550.2410622.19
19560.21072.12.21
19570.211082.122.19
19580.21092.12.18
19590.231102.182.21
19600.251112.242.21
19610.31122.22.22
19620.31132.112.29
19630.291142.092.31
19640.251152.132.33
19650.231162.152.39
19660.211172.272.38
19670.21182.42.34
19680.181192.432.36
19690.231202.372.41
19700.251212.432.41
19710.241222.412.44
19720.251232.322.49
19730.291242.342.49
19740.261252.442.47
19750.251262.472.5
19760.241272.512.52
19770.271282.62.55
19780.251292.662.56
19790.311302.582.61
19800.371312.522.67
19810.461322.532.68
19820.461332.532.67
19830.511342.442.71
19840.51352.442.77
19850.471362.492.76
19860.441372.512.81
19870.481382.532.86
19880.491392.682.88
19890.521402.792.87
19900.581412.852.91
19910.631422.882.91
19920.61432.862.94
19930.581442.782.98
19940.591452.762.99
19950.591462.782.98
19960.581472.773.03
19970.631482.833.07
19980.711492.963.09
19990.731502.993.12
20000.711512.973.15
20010.7515233.17
20020.781533.043.16
20030.781543.033.16
20040.811553.123.19
20050.871563.223.21
20060.891573.243.24
20070.891583.213.25
20080.881593.233.29
20090.91603.243.3
20100.911613.23.3
20110.91623.223.28
20120.91633.343.28
20130.931643.393.29
20140.951653.293.28
20150.981663.233.28
20161.061673.233.29
20171.121683.213.29
20181.151693.243.29
20191.21703.313.34
20201.221713.353.33
20211.191723.353.34
20221.181733.363.37
20231.251743.373.39
20241.311753.373.38
20251.341763.423.46
1773.53.52
1783.523.51
1793.483.52
1803.553.57
1813.613.56
1823.563.58
1833.543.69
1843.563.73
1853.523.76
1863.453.82
1873.463.85
1883.483.82
1893.553.81
1903.623.82
1913.683.81
1923.753.82
1933.813.83
1943.783.86
1953.78
1963.85
1973.86
1983.82
1993.85
2003.86
2013.81
2023.78
2033.81
2043.83
2053.88
2063.95
2074.06

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Winkelmann, R.*/Klose, A.K.* et al. (in prep.): TIPMIP-ICE SHEETS: Experimental design and pilot experiments. *Contributed equally to this work.

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Zeitz, M., Haacker, J. M., Donges, J. F., Albrecht, T., and Winkelmann, R. (2022): Dynamic regimes of the Greenland Ice Sheet emerging from interacting melt–elevation and glacial isostatic adjustment feedbacks, Earth System Dynamics, 13, 1077–1096, https://doi.org/10.5194/esd-13-1077-2022.