Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy
A simplified energy balance climate model is considered with the global mean temperature as the state variable, and an endogenous ice line. The movements of the ice line towards the Poles are associated with damage reservoirs where initial damages are high and then eventually vanish as the ice caps...
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ftrepec:oai:RePEc:fem:femwpa:2012.20 2024-04-14T08:12:56+00:00 Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy William Brock Gustav Engstrom Anastasios Xepapadeas https://www.feem.it/m/publications_pages/NDL2012-020.pdf unknown https://www.feem.it/m/publications_pages/NDL2012-020.pdf preprint ftrepec 2024-03-19T10:32:29Z A simplified energy balance climate model is considered with the global mean temperature as the state variable, and an endogenous ice line. The movements of the ice line towards the Poles are associated with damage reservoirs where initial damages are high and then eventually vanish as the ice caps vanish and the damage reservoir is exhausted. We couple this climate model with a simple economic growth model and we show that the endogenous ice line induces a nonlinearity. This nonlinearity when combined with two sources of damages - the conventional damages due to temperature increase and the reservoir damages - generates multiple steady states and Skiba points. It is shown that the policy ramp implied by this model calls for high mitigation now. Simulation results suggest that the policy ramp could be U-shaped instead of the monotonically increasing with low starting mitigation gradualist policy ramp. Energy Balance Climate Models, Damage Reservoir, Ice Line, Permafrost, Heat Diffusion, Policy Ramp, Skiba Points Report Ice permafrost RePEc (Research Papers in Economics) |
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RePEc (Research Papers in Economics) |
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description |
A simplified energy balance climate model is considered with the global mean temperature as the state variable, and an endogenous ice line. The movements of the ice line towards the Poles are associated with damage reservoirs where initial damages are high and then eventually vanish as the ice caps vanish and the damage reservoir is exhausted. We couple this climate model with a simple economic growth model and we show that the endogenous ice line induces a nonlinearity. This nonlinearity when combined with two sources of damages - the conventional damages due to temperature increase and the reservoir damages - generates multiple steady states and Skiba points. It is shown that the policy ramp implied by this model calls for high mitigation now. Simulation results suggest that the policy ramp could be U-shaped instead of the monotonically increasing with low starting mitigation gradualist policy ramp. Energy Balance Climate Models, Damage Reservoir, Ice Line, Permafrost, Heat Diffusion, Policy Ramp, Skiba Points |
format |
Report |
author |
William Brock Gustav Engstrom Anastasios Xepapadeas |
spellingShingle |
William Brock Gustav Engstrom Anastasios Xepapadeas Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
author_facet |
William Brock Gustav Engstrom Anastasios Xepapadeas |
author_sort |
William Brock |
title |
Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
title_short |
Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
title_full |
Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
title_fullStr |
Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
title_full_unstemmed |
Energy Balance Climate Models, Damage Reservoirs and the Time Profile of Climate Change Policy |
title_sort |
energy balance climate models, damage reservoirs and the time profile of climate change policy |
url |
https://www.feem.it/m/publications_pages/NDL2012-020.pdf |
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Ice permafrost |
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Ice permafrost |
op_relation |
https://www.feem.it/m/publications_pages/NDL2012-020.pdf |
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1796310787247046656 |