Spatio-temporal interactions between large-scale climate oscillations and extreme-temperature events
ORAL
Abstract
Understanding, modeling, and predicting complex systems such as the climate system requires coupling distinct subsystems and processes that act at different space and time scales. For the atmosphere and oceans, wavelike features interact with turbulent cascades and give rise to distinct regimes crucial for mixing and dissipation.
In these planetary fluids, turbulent statistics at smaller scales appear to be correlated with the long-time and large-scale fields of the same quantity. For example, local, strong temperature fluctuations are affected by daily, seasonal, and interdecadal phenomena. This contribution aims to provide physical arguments for this conditioning of the smaller scales by the largest ones. To achieve this aim, we investigate turbulent statistics at each scale for several phases of the large-scale, long-time phenomena.
Our methodology uses transport equations for second- and fourth-order moments of the temperature field, filtered at different space and time scales. The emphasis is on the interaction between the temperature gradient’s large-scale dynamics, which acts as a forcing, and the temporal evolution of the second and fourth-order moments – namely the energy and the flatness, or kurtosis – of the temperature field at smaller scales. The theoretical results are verified against ERA5 reanalysis data for the wind velocity and temperature fields over the Euro-Atlantic region at the 500 hPa pressure level.
Our results show that the flatness factor increases as the scales become smaller. These values correlate with the local flux of temperature fluctuations and the large-scale temperature gradients. The extreme values of the temperature fluctuations are related to an enhancement of the temperature cascade and the temperature gradients. Further extensions of this approach deal with improved modeling of extremes in other fields, such as heavy rainfall or dry spells, in the context of large-scale climate change and variability.
In these planetary fluids, turbulent statistics at smaller scales appear to be correlated with the long-time and large-scale fields of the same quantity. For example, local, strong temperature fluctuations are affected by daily, seasonal, and interdecadal phenomena. This contribution aims to provide physical arguments for this conditioning of the smaller scales by the largest ones. To achieve this aim, we investigate turbulent statistics at each scale for several phases of the large-scale, long-time phenomena.
Our methodology uses transport equations for second- and fourth-order moments of the temperature field, filtered at different space and time scales. The emphasis is on the interaction between the temperature gradient’s large-scale dynamics, which acts as a forcing, and the temporal evolution of the second and fourth-order moments – namely the energy and the flatness, or kurtosis – of the temperature field at smaller scales. The theoretical results are verified against ERA5 reanalysis data for the wind velocity and temperature fields over the Euro-Atlantic region at the 500 hPa pressure level.
Our results show that the flatness factor increases as the scales become smaller. These values correlate with the local flux of temperature fluctuations and the large-scale temperature gradients. The extreme values of the temperature fluctuations are related to an enhancement of the temperature cascade and the temperature gradients. Further extensions of this approach deal with improved modeling of extremes in other fields, such as heavy rainfall or dry spells, in the context of large-scale climate change and variability.
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Presenters
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Luminita Danaila
Université de Rouen
Authors
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Manuel Fossa
University of Rouen Normandy M2C
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Luminita Danaila
Université de Rouen
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Michael Ghil
University of California, Los Angeles