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11 IMSC Session Program<br />

Statistical analysis of global surface temperature and sea<br />

level using nonstationary methods<br />

Thursday - Parallel Session 10<br />

T. Schmith 1 , S. Johansen 2 and P. Thejll 1<br />

1<br />

Danish Meteorological Institute, Denmark<br />

2 University of Copenhagen, Denmark<br />

Global averages of both surface temperature and sea level have increased through the<br />

past century. The relationship between these two non-stationary series is however<br />

quite complicated. For instance: the warming period in the 1940es is not very evident<br />

in mean sea level. This would also be expected a priori, due to the complicated<br />

physical cause-effect relationships involved: Surface temperature has increased<br />

primarily due to external radiative forcing, but is affected by the large heat capacity of<br />

the ocean. Mean sea level in turn has risen due to the effect of rising temperatures t<br />

partly hrough thermal expansion and partly through glacier melt-off.<br />

We analyse this relationship using a bivariate Vector Error Correction Model<br />

(VECM) approach. This is a well-known method within the field of econometrics and<br />

can with advantage be applied to climate time-series analysis. The method is wellsuited<br />

for revealing cause-effect relationships (in a statistical sense) between time<br />

series.<br />

We find that the two series are cointegrated, i.e. inter-related in the long run which<br />

confirms our a priori expectation. But the VAR analysis tells us more: namely that<br />

changes in the sea-level influences changes in the surface temperature while the<br />

opposite is not the case. This is in accordance with the notion that the major part of<br />

the heat capacity of Earth’s climate system resides in the ocean. By adding historical<br />

estimates of long- and short-wave forcing as external explanatory variables we are<br />

able to explain the differences in temperature and sea level behaviour in terms of the<br />

radiative budget.<br />

These results have application in the field of forecasting sea-level rise, given<br />

greenhouse gas emission scenarios.<br />

Abstracts 258

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