Abstract

Due to the intermittency of wind power generation, it is very hard to manage its system operation and planning. In order to incorporate higher wind power penetrations into power systems that maintain secure and economic power system operation, an accurate and efficient estimation of wind power outputs is needed. In this paper, we propose the stochastic prediction of wind generating resources using an enhanced ensemble model for Jeju Island’s wind farms in South Korea. When selecting the potential sites of wind farms, wind speed data at points of interest are not always available. We apply the Kriging method, which is one of spatial interpolation, to estimate wind speed at potential sites. We also consider a wind profile power law to correct wind speed along the turbine height and terrain characteristics. After that, we used estimated wind speed data to calculate wind power output and select the best wind farm sites using a Weibull distribution. Probability density function (PDF) or cumulative density function (CDF) is used to estimate the probability of wind speed. The wind speed data is classified along the manufacturer’s power curve data. Therefore, the probability of wind speed is also given in accordance with classified values. The average wind power output is estimated in the form of a confidence interval. The empirical data of meteorological towers from Jeju Island in Korea is used to interpolate the wind speed data spatially at potential sites. Finally, we propose the best wind farm site among the four potential wind farm sites.

Highlights

  • The demand for wind energy is growing rapidly all over the world

  • Before considering stable operation and efficient control of the wind turbine, we focus on predicting the wind resources efficiently and estimating the output of the wind turbine at potential wind farm sites

  • Wind energy is rapidly increasing globally due to its high economic efficiency and lack of carbon

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Summary

Introduction

The demand for wind energy is growing rapidly all over the world. According to the Global Wind Energy Council (GWEC), there will be 350 GW of wind power capacity installed by 2020 [1]. Before constructing new wind farms, it is essential to estimate the average wind power output or capacity factor in potential sites [8,9,10]. Researchers use the wind energy density of the potential location or the turbine power curve provided by the manufacturer to estimate the wind power outputs or capacity factor. This approach can be a deterministic method and may be difficult to estimate the wind power output if there is no measured data at potential locations.

Step 2
Estimation of Average Wind Turbine Output Using a Weibull Distribution
Empirical Data and Estimated Wind Speed Using a Spatial Interpolation
Estimate the Average Wind Turbine Output Using a Weibull Distribution
Conclusions
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