Using Quantile Regression to Extend an Existing Wind Power Forecasting System with Probabilistic Forecasts

Henrik Aalborg Nielsen, Henrik Madsen, Torben Skov Nielsen

    Research output: Contribution to journalConference articleResearchpeer-review

    Abstract

    For operational planning it is important to provide information about the situation-dependent uncertainty of a wind power forecast. Factors which influence the uncertainty of a wind power forecast include the predictability of the actual meteorological situation, the level of the predicted wind speed (due to the non-linearity of the power curve) and the forecast horizon. With respect to the predictability of the actual meteorological situation a number of explanatory variables are considered, some inspired by the literature. The article contains an overview of related work within the field. An existing wind power forecasting system (Zephyr/WPPT) is considered and it is shown how analysis of the forecast error can be used to build a model of the quantiles of the forecast error. Only explanatory variables or indices which are predictable are considered, whereby the model obtained can be used for providing situation-dependent information regarding the uncertainty. Finally, the article contains directions enabling the reader to replicate the methods and thereby extend other forecast systems with situation-dependent information on uncertainty. Copyright © 2005 John Wiley & Sons, Ltd.
    Original languageEnglish
    JournalWind Energy
    Volume9
    Issue number1-2
    Pages (from-to)95-108
    ISSN1095-4244
    DOIs
    Publication statusPublished - 2006
    EventEuropean Wind Energy Conference & Exhibition 2004 - London, United Kingdom
    Duration: 22 Nov 200425 Nov 2004
    http://www2.ewea.org/06b_events/events_2004EWEC.htm

    Conference

    ConferenceEuropean Wind Energy Conference & Exhibition 2004
    Country/TerritoryUnited Kingdom
    CityLondon
    Period22/11/200425/11/2004
    Internet address

    Keywords

    • Wind power forecasting
    • Uncertainty
    • Quantile regression
    • Additive model

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