Weather regimes in past climate atmospheric general circulation model simulations

We investigate the climates of the present-day, Inception of the Last Glaciation (115000 y ago) and Last Glacial Maximum (21 000 y ago) in the extratropical north Atlantic and Europe, as simulated by the Laboratoire de Meteorologie Dynamique Atmospheric General Circulation Model. We use these simulations to investigate the low-frequency variability of the model in different climates. The aim is to evaluate whether changes in the intraseasonal variability, which we characterize using weather regimes, can help describe the impact of different boundary conditions on climate and give a better understanding of climate change processes. Weather regimes are defined as the most recurrent patterns in the 500 hPa geopotential height, using a clustering algorithm method. The regimes found in the climate simulations of the present-day and inception of the last glaciation are similar in their number and their structure. It is the regimes' populations which are found to be different for these climates, with an increase of the model's blocked regime and a decrease in the zonal regime at the inception of the last glaciation. This description reinforces the conclusions from a study of the differences between the climatological averages of the different runs and confirms the northeastward shift to the tail of the Atlantic storm-track, which would favour more precipitation over the site of growth of the Fennoscandian ice-sheet. On the other hand, the Last Glacial Maximum results over this sector are not found to be classifiable, showing that the change in boundary conditions can be responsible for severe changes in the weather regime and low-frequency dynamics. The LGM Atlantic low-frequency variability appears to be dominated by a large-scale retrogressing wave with a period 40 to 50 days. In addition weather regimes are found in a sector located further eastward over the east Atlantic and European continent and are proved to be linked to this low-frequency oscillation.