The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods

The building of utility-scale wind farms requires knowledge of the wind speed climatology at hub height (typically 80–100 m). As most wind speed measurements are taken at 10 m above ground level, efforts are being made to relate 10-m measurements to approximate hub-height wind speeds. One common ext...

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Main Authors: Jennifer F. Newman, Petra M. Klein
Format: Article
Language:English
Published: MDPI AG 2014-01-01
Series:Resources
Subjects:
Online Access:http://www.mdpi.com/2079-9276/3/1/81
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spelling doaj-e1183fdf1ddd4fc28553c6ab8a7e7e5b2020-11-24T21:13:46ZengMDPI AGResources2079-92762014-01-01318110510.3390/resources3010081resources3010081The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation MethodsJennifer F. Newman0Petra M. Klein1School of Meteorology, University of Oklahoma, 120 David L. Boren Blvd., Norman, OK 73072, USASchool of Meteorology, University of Oklahoma, 120 David L. Boren Blvd., Norman, OK 73072, USAThe building of utility-scale wind farms requires knowledge of the wind speed climatology at hub height (typically 80–100 m). As most wind speed measurements are taken at 10 m above ground level, efforts are being made to relate 10-m measurements to approximate hub-height wind speeds. One common extrapolation method is the power law, which uses a shear parameter to estimate the wind shear between a reference height and hub height. The shear parameter is dependent on atmospheric stability and should ideally be determined independently for different atmospheric stability regimes. In this paper, data from the Oklahoma Mesonet are used to classify atmospheric stability and to develop stability-dependent power law fits for a nearby tall tower. Shear exponents developed from one month of data are applied to data from different seasons to determine the robustness of the power law method. In addition, similarity theory-based methods are investigated as possible alternatives to the power law. Results indicate that the power law method performs better than similarity theory methods, particularly under stable conditions, and can easily be applied to wind speed data from different seasons. In addition, the importance of using co-located near-surface and hub-height wind speed measurements to develop extrapolation fits is highlighted.http://www.mdpi.com/2079-9276/3/1/81boundary-layer wind profilesimilarity theorystability correctionwind energypower law
collection DOAJ
language English
format Article
sources DOAJ
author Jennifer F. Newman
Petra M. Klein
spellingShingle Jennifer F. Newman
Petra M. Klein
The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
Resources
boundary-layer wind profile
similarity theory
stability correction
wind energy
power law
author_facet Jennifer F. Newman
Petra M. Klein
author_sort Jennifer F. Newman
title The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
title_short The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
title_full The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
title_fullStr The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
title_full_unstemmed The Impacts of Atmospheric Stability on the Accuracy of Wind Speed Extrapolation Methods
title_sort impacts of atmospheric stability on the accuracy of wind speed extrapolation methods
publisher MDPI AG
series Resources
issn 2079-9276
publishDate 2014-01-01
description The building of utility-scale wind farms requires knowledge of the wind speed climatology at hub height (typically 80–100 m). As most wind speed measurements are taken at 10 m above ground level, efforts are being made to relate 10-m measurements to approximate hub-height wind speeds. One common extrapolation method is the power law, which uses a shear parameter to estimate the wind shear between a reference height and hub height. The shear parameter is dependent on atmospheric stability and should ideally be determined independently for different atmospheric stability regimes. In this paper, data from the Oklahoma Mesonet are used to classify atmospheric stability and to develop stability-dependent power law fits for a nearby tall tower. Shear exponents developed from one month of data are applied to data from different seasons to determine the robustness of the power law method. In addition, similarity theory-based methods are investigated as possible alternatives to the power law. Results indicate that the power law method performs better than similarity theory methods, particularly under stable conditions, and can easily be applied to wind speed data from different seasons. In addition, the importance of using co-located near-surface and hub-height wind speed measurements to develop extrapolation fits is highlighted.
topic boundary-layer wind profile
similarity theory
stability correction
wind energy
power law
url http://www.mdpi.com/2079-9276/3/1/81
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