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Article Dans Une Revue Earth System Dynamics Année : 2012

Comparison of physically- and economically-based CO 2- equivalences for methane

Résumé

There is a controversy on the role methane (and other short-lived species) should play in climate mitigation policies, and there is no consensus on what an optimal methane CO 2-equivalence should be.We revisit this question by discussing some aspects of physically-based (i.e. globalwarming potential or GWP and global temperature change potential or GTP) and socio-economically-based climate metrics. To this effect we use a simplified global damage potential (GDP) that was introduced by earlier authors and investigate the uncertainties in the methane CO 2-equivalence that arise from physical and socio-economic factors. The median value of the methane GDP comes out very close to the widely used methane 100-yr GWP because of various compensating effects. However, there is a large spread in possible methane CO 2-equivalences from this metric (1-99% interval: 10.0-42.5; 5-95%interval: 12.5-38.0) that is essentially due to the choice in some socio-economic parameters (i.e. the damage cost function and the discount rate). The main factor differentiating the methane 100-yr GTP from the methane 100-yr GWP and the GDP is the fact that the former metric is an end-point metric, whereas the latter are cumulative metrics. There is some rationale for an increase in the methane CO 2- equivalence in the future as global warming unfolds, as implied by a convex damage function in the case of the GDP metric. We also show that a methane CO 2-equivalence based on a pulse emission is sufficient to inform multi-year climate policies and emissions reductions, as long as there is enough visibility on CO 2 prices and CO 2-equivalences for the stakeholders. © Author(s) 2012.

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Climatologie
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hal-01111223 , version 1 (29-01-2015)

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Olivier Boucher. Comparison of physically- and economically-based CO 2- equivalences for methane. Earth System Dynamics, 2012, 3 (1), pp.49-61. ⟨10.5194/esd-3-49-2012⟩. ⟨hal-01111223⟩
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