Scaling forecast models for wind turbulence and wind turbine power intermittency
Olmo Duran Medina  1, *@  , François Schmitt  2, *@  , Rudy Calif  3, *@  
1 : Laboratoire d'Océanologie et de Géosciences  (LOG)  -  Site web
Université Lille I - Sciences et technologies, CNRS : UMR8187, Université du Littoral Côte d'Opale
28 av Foch 62930 Wimereux -  France
2 : Laboratoire d'Océanologie et Géosciences  (CNRS UMR 8187 LOG)
CNRS UMR 8187 LOG
Maison de la Recherche en Environnements Naturels 32, av. Foch 62930 - Wimereux -  France
3 : Laboratoire de recherche en géosciences et énergies  (LARGE EA4935)  -  Site web
Université des Antilles (Pointe-à-Pitre, France)
* : Auteur correspondant

The intermittency of the wind turbine power remains an important issue for the massive development of this renewable energy. The power variability of the produced electricity are inherent to the wind variations, thus the turbulence. The energy peaks injected in the electric grid produce a supplementary difficulty in the energy distribution management. Hence, a correct forecast of the wind power in the short and middle term is needed due to the high unpredictability of the intermittency phenomenon. We consider a statistical approach through the analysis and characterization of stochastic fluctuations.

The theoretical framework is the multifractal energy cascades. The tools and methods aim to study the influence of the fully developed turbulence on a horizontal three-blade wind turbine. Here, we consider simultaneous input/output data coming from three wind turbines, two of which have direct drive technology. Those turbines are producing energy in real exploitation conditions and allow to test our forecast models of power production at a different time horizons.

Two forecast models were developed based on two physical principles observed in the wind and the power time series: the scaling properties on the one hand and the intermittency in the wind power increments on the other. The first tool is related to the intermittency through a multifractal lognormal fit of the power fluctuations. The second tool is based on an analogy of the power scaling properties with a fractional brownian motion. Indeed, an inner long-term memory is found in both time series.

Both models show encouraging results since a correct tendency of the signal is respected over different time scales. Those tools are first steps to a search of efficient forecasting approaches for grid adaptation facing the wind energy fluctuations. 

 


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