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Parameters perturbed in this study and the ranges considered

Parameters perturbed in this study and the ranges considered

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The world climate research centres are currently running Earth System Models (ESMs) forced by Representative Concentration Pathways (RCP) scenarios. Based on these future pathways in atmospheric greenhouse gas concentrations, the emphasis has been mainly on estimating the associated levels of global warming that might be expected. There is also the...

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... The ranges of the parameters perturbed were selected on the basis of the original ranges given in Table B1 of Tachiiri et al. (2013) rather than the final range in Table 1 of the same work. Whereas Tachiiri et al. (2013) considered the representability of the Coupled Climate Carbon Cycle Model Inter-comparison Project (C4MIP) models (Friedlingstein et al. 2006), the ranges of parameter perturbation in the present work are based on previous studies. ...
... The ranges of the parameters perturbed were selected on the basis of the original ranges given in Table B1 of Tachiiri et al. (2013) rather than the final range in Table 1 of the same work. Whereas Tachiiri et al. (2013) considered the representability of the Coupled Climate Carbon Cycle Model Inter-comparison Project (C4MIP) models (Friedlingstein et al. 2006), the ranges of parameter perturbation in the present work are based on previous studies. In particular, the range of horizontal diffusivity is determined on the basis of Collins et al. (2007) and Roach et al. (2018), and is significantly narrowed. ...
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The transient climate response to cumulative carbon emissions (TCRE) is a key metric in estimating the remaining carbon budget for given temperature targets. However, the TCRE has a small scenario dependence that can be non-negligible for stringent temperature targets. To investigate the parametric correlations and scenario dependence of the TCRE, the present study uses a 512-member ensemble of an Earth system model of intermediate complexity (EMIC) perturbing 11 physical and biogeochemical parameters under scenarios with steady increases of 0.25%, 0.5%, 1%, 2%, or 4% per annum (ppa) in the atmospheric CO 2 concentration (pCO 2 ), or an initial increase of 1% followed by an annual decrease of 1% thereafter. Although a small difference of 5% (on average) in the TCRE is observed between the 1-ppa and 0.5-ppa scenarios, a significant scenario dependence is found for the other scenarios, with a tendency toward large values in gradual or decline-after-a-peak scenarios and small values in rapidly increasing scenarios. For all scenarios, correlation analysis indicates a remarkably large correlation between the equilibrium climate sensitivity (ECS) and the relative change in the TCRE, which is attributed to the longer response time of the high ECS model. However, the correlations of the ECS with the TCRE and its scenario dependence for scenarios with large pCO 2 increase rates are slightly smaller, and those of biogeochemical parameters such as plant respiration and the overall pCO 2 –carbon cycle feedback are larger, than in scenarios with gradual increases. The ratio of the TCREs under the overshooting (i.e., 1-ppa decrease after a 1-ppa increase) and 1-ppa increase only scenarios had a clear positive relation with zero-emission commitments. Considering the scenario dependence of the TCRE, the remaining carbon budget for the 1.5 °C target could be reduced by 17 or 22% (before and after considering the unrepresented Earth system feedback) for the most extreme case (i.e., the 67 th percentile when using the 0.25-ppa scenario as compared to the 1-ppa increase scenario). A single ensemble EMIC is also used to indicate that, at least for high ECS (high percentile) cases, the scenario dependence of the TCRE should be considered when estimating the remaining carbon budget.
... However, Hajima et al (2012) reported some increase in TCRE using the MIROC-ESM (with large climate sensitivity of 4.7 K), implying significant model dependence of TCRE during the final parts, i.e. when pCO 2 is stabilized or decreasing, of the two scenarios. Using a large perturbed parameter ensemble and a type of EMIC, Tachiiri et al (2013) showed that the TCRE ensemble mean remained constant throughout an experiment with the RCP2.6 and RCP4.5 scenarios and during the transition from RCP4.5 to RCP2.6. ...
... In the present study, which focused on the uncertainty of TCRE after stabilization, we reanalyzed the results of Tachiiri et al (2013) and performed an experiment to assess the equilibrium states. By analyzing large ensemble datasets, we filled the gap not covered by the limited number of comprehensive models. ...
... The experiment (Tachiiri et al 2013) was performed using an EMIC called the Japan Uncertainty Modelling Project-Loosely Coupled Model (JUMP-LCM; Tachiiri et al 2010), which has a two-dimensional energy-moisture balance atmosphere, coupled with an ocean general circulation model. In addition, a process-based land ecosystem model is 'loosely coupled'. ...
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... The 11 ESMs whose results are taken for this study were all used in the IPCC Fifth Assessment Report 5 . JUMP-LCM is an Earth system model of intermediate complexity built to mimic the full ESM MIROC3, of which key parameters (such as climate sensitivity, diffusivity in the ocean, maximum photosynthetic rate and so on) were varied to represent the behaviour of C 4 MIP models as much as possible 13 . OSCAR v2.1 is a simple carbon-climate model whose modules are designed to emulate a range of sensitivities derived from model intercomparisons such as C 4 MIP or CMIP5 (refs 14,40). ...
... OSCAR v2.1 is a simple carbon-climate model whose modules are designed to emulate a range of sensitivities derived from model intercomparisons such as C 4 MIP or CMIP5 (refs 14,40). For the last two models, we take 'constrained' ensembles of compatible emissions that were compared and rated against observations of various climate variables 13,14 . The global mean temperature projections by the models are shown in Supplementary Fig. 10, and their transient climate response to (cumulative) emissions are shown in Supplementary Fig. 11. ...
... To estimate the change in carbon stocks of ocean and land, models were prescribed atmospheric CO 2 concentration following historical estimates up to 2005 and the RCP2.6 scenario and its extension afterwards 2 . Depending on the study [12][13][14] , however, other climate forcings (other greenhouse gases, short-lived species and natural forcings) were prescribed as concentrations or directly as radiative forcing, which is thus a source of discrepancy among the estimates of compatible emissions. Note that these non-CO 2 forcings do impact the estimates of compatible emissions through their effect on climate change, which then feeds back on the carbon cycle. ...
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... Through this, we can assess the effect of uncertainty in climate sensitivity on ecosystems and then on the amount of emission following given concentration pathways. An example is Tachiiri et al. (2013) who presented the potential of constraining physical properties of Earth systems using carbon-cycle related observations (in their case, carbon emission). However, they stated that this should be done very carefully because the posterior probability distribution function of physical parameters is sensitive to the characteristics of ecosystem components. ...
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