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11 IMSC Session Program<br />

Climate model evaluation and models of natural variability<br />

Thursday - Poster Session 2<br />

Jara Imbers 1 and Ana Lopez 2<br />

1 Department of Mathematics, Oxford University, UK<br />

2 Grantham Research Institute, London School of Economics, UK<br />

Nonlinearities in the climate system induce strong interactions among separated space<br />

and time scales. However, there is no climate model that encompasses all temporal<br />

and spatial scales, includes all the components and processes and therefore explains<br />

the climate phenomena at once. As a result Global climate models (GCM) often<br />

exhibit significantly lower variability. In general GCMs concentrate the modelling on<br />

a particular frequency band. Variables that evolve on slower timescales can be<br />

modelled as quasi-adiabatic parameters and variables evolving more rapidly can be<br />

modelled as random fluctuations. Therefore, when looking at climatic records we<br />

should ask which is the relevant frequency band, and which features of such a record<br />

are the ones a model of the behaviour within that band should capture. In this work<br />

we analyse these issues in the context of climate model evaluation. When validating<br />

climate models with observations the standard assumption is that fast variables can be<br />

described as uncorrelated random variables, neglecting strong correlations between<br />

different time-scales. Using the CMIP3 models and climateprediction.net perturbed<br />

physics ensemble, we investigate whether correlations between different time scales<br />

are relevant for the model runs’ evaluation and the consequences of taking them into<br />

account in the metrics to evaluate models.<br />

Abstracts 279

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