Abstract

With a rapidly increasing fraction of electricity generation being sourced from wind, extreme wind power generation events such as prolonged periods of low (or high) generation and ramps in generation, are a growing concern for the efficient and secure operation of national power systems. As extreme events occur infrequently, long and reliable meteorological records are required to accurately estimate their characteristics.Recent publications have begun to investigate the use of global meteorological “reanalysis” data sets for power system applications, many of which focus on long-term average statistics such as monthly-mean generation. Here we demonstrate that reanalysis data can also be used to estimate the frequency of relatively short-lived extreme events (including ramping on sub-daily time scales). Verification against 328 surface observation stations across the United Kingdom suggests that near-surface wind variability over spatiotemporal scales greater than around 300 km and 6 h can be faithfully reproduced using reanalysis, with no need for costly dynamical downscaling.A case study is presented in which a state-of-the-art, 33 year reanalysis data set (MERRA, from NASA-GMAO), is used to construct an hourly time series of nationally-aggregated wind power generation in Great Britain (GB), assuming a fixed, modern distribution of wind farms. The resultant generation estimates are highly correlated with recorded data from National Grid in the recent period, both for instantaneous hourly values and for variability over time intervals greater than around 6 h. This 33 year time series is then used to quantify the frequency with which different extreme GB-wide wind power generation events occur, as well as their seasonal and inter-annual variability. Several novel insights into the nature of extreme wind power generation events are described, including (i) that the number of prolonged low or high generation events is well approximated by a Poission-like random process, and (ii) whilst in general there is large seasonal variability, the magnitude of the most extreme ramps is similar in both summer and winter.An up-to-date version of the GB case study data as well as the underlying model are freely available for download from our website: http://www.met.reading.ac.uk/∼energymet/data/Cannon2014/.

Highlights

  • Due to the increasing market penetration of wind power, extreme wind power generation events are of growing concern to policy makers and transmission system operators

  • The range of mean wind speeds is smaller than at individual sites, reflecting the reduced influence of extremely high winds which only simultaneously effect a small number of stations

  • The correlation coefficient between the mean wind speeds in MERRA and MIDAS is greatly increased, which is consistent with the “smoothing” commonly observed when averaging over large numbers of stations [3,21]

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Summary

Introduction

Due to the increasing market penetration of wind power, extreme wind power generation events (such as prolonged periods of low generation and ramps in generation) are of growing concern to policy makers and transmission system operators. Assessing the frequency of extreme generation events directly from power system data is problematic as there is too little data available to determine representative return periods for events that recur infrequently [6] This is because wind speeds vary on interannual and inter-decadal time scales [7,8]. Weather events that occurred only a few years ago may not have the same impact on the current wind farm distribution as they did before In response to these challenges, recent studies have estimated the statistical behaviour of the wind resource by inferring the longterm nationally-aggregated wind power output from surfacebased wind speed observations.

Reanalysis verification
GB-aggregated wind power
Long-term mean statistics of GB-aggregated wind power
Extreme wind power generation in 2012
A 33 year climatology of extreme wind power generation in Great Britain
Mean frequency of extreme events
Inter-annual variability
Seasonal variability
Sensitivity to changes in the power curve
Findings
Conclusions
Full Text
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