Abstract

Global mean precipitation is expected to increase with increasing temperatures, a process which is fairly well understood. In contrast, local precipitation changes, which are key for society and ecosystems, demonstrate a large spread in predictions by climate models, can be of both signs and have much larger magnitude than the global mean change. Previously, two top-down approaches to constrain precipitation changes were proposed, using either the atmospheric water or energy budget. Here, using an ensemble of 27 climate models, we study the relative importance of these two budgetary constraints and present analysis of the spatial scales at which they hold. We show that specific geographical locations are more constrained by either one of the budgets and that the combination of water and energy budgets provides a significantly stronger constraint on the spatial scale of precipitation changes under anthropogenic climate change (on average about 3000 km, above which changes in precipitation approach the global mean change). These results could also provide an objective way to define the scale of ‘regional’ climate change.

Highlights

  • Improving our understanding of the response of the hydrological cycle to climate change is key to effective adaptation strategies— and remains a major scientific challenge

  • Energy and water budgets control on precipitation Figure 1 presents the multi-model mean divergence terms of both the water and the energy budgets, averaged over different spatial scales

  • The opposite is true in the sub-tropics where there is a net divergence of water vapour and a net convergence of dry static energy

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Summary

Introduction

Improving our understanding of the response of the hydrological cycle to climate change is key to effective adaptation strategies— and remains a major scientific challenge. As the global mean temperature increases with changing climate, the global mean precipitation rate is predicted to increase by about 1–3% K−1. This rate of increase in precipitation is slower than the rate of increase in humidity in the atmosphere due to thermodynamic considerations (which is predicted to be ~7% K−1 from the Clausius–Clapeyron relation). The slower rate of precipitation increase compared to the humidity increase is due to energetic constraints[1,2,3,4], i.e. the ability of the atmosphere to radiatively cool, and must impose a decrease in convective mass fluxes[1]. Compared to the global mean response, regional changes in precipitation remain poorly understood[5]. At what scale do precipitation changes transition from global (or large-scale) to regional precipitation changes values? We note that previously ‘regional’ and ‘global’ has generally not been objectively defined in this context

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