Weibull Parameter Estimation Using Empirical and AI Methods: A Wind Energy Assessment in İzmir

This study evaluates the estimation of Weibull distribution parameters (shape, <i>k</i>; scale, <i>c</i>) for wind speed modeling in wind energy potential assessments. Traditional empirical methods-Justus Moment Method (JEM), Power Density Method (PDM), Energy Pattern Factor Method (EPFM), Lysen Moment Method (LAM), and Standard Deviation Empirical Method (SEM)-are compared with advanced artificial intelligence optimization algorithms (AIOAs), including Genetic Algorithm (GA), Gravitational Search Algorithm (GSA), Sine Cosine Algorithm (SCA), Teaching-Learning-Based Optimization (TLBA), Grey Wolf Optimizer (GWA), Red Fox Algorithm (RFA), and Red Panda Optimization Algorithm (RPA). Using hourly wind speed data from Foça, Urla, Karaburun, and Çeşme in Turkey, the analysis demonstrates that AIOAs, particularly GA, GSA, SCA, TLBA, and GWA, outperform empirical methods, achieving low RMSE (0.0071) and high R<sup>2</sup> (0.9755). SEM and LAM perform competitively among empirical methods, while PDM and EPFM show higher errors, highlighting their limitations in complex wind speed distributions. The study also conducts a techno-economic analysis, assessing capacity factors, unit energy costs, and payback periods. Foça and Urla are identified as optimal investment sites due to high energy yields and economic efficiency, whereas Çeşme is unviable due to low production and long payback periods. This research provides a robust framework for Weibull parameter estimation, demonstrating AIOAs' superior accuracy and offering a decision-support tool for sustainable wind energy investments.

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Publication Details

Journal
Biomimetics
Published
2025-10-20
DOI
https://doi.org/10.3390/biomimetics10100709
Citations
1
Primary Topic
Wind Energy Research and Development
Type
article
Field-Weighted Citation Impact
4.99
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article

Weibull Parameter Estimation Using Empirical and AI Methods: A Wind Energy Assessment in İzmir

Bayram Köse
1 citations
Biomimetics
Wind Energy Research and Development
4.99
article

Weibull Parameter Estimation Using Empirical and AI Methods: A Wind Energy Assessment in İzmir

Bayram Köse
article en
1 citations

Abstract

This study evaluates the estimation of Weibull distribution parameters (shape, <i>k</i>; scale, <i>c</i>) for wind speed modeling in wind energy potential assessments. Traditional empirical methods-Justus Moment Method (JEM), Power Density Method (PDM), Energy Pattern Factor Method (EPFM), Lysen Moment Method (LAM), and Standard Deviation Empirical Method (SEM)-are compared with advanced artificial intelligence optimization algorithms (AIOAs), including Genetic Algorithm (GA), Gravitational Search Algorithm (GSA), Sine Cosine Algorithm (SCA), Teaching-Learning-Based Optimization (TLBA), Grey Wolf Optimizer (GWA), Red Fox Algorithm (RFA), and Red Panda Optimization Algorithm (RPA). Using hourly wind speed data from Foça, Urla, Karaburun, and Çeşme in Turkey, the analysis demonstrates that AIOAs, particularly GA, GSA, SCA, TLBA, and GWA, outperform empirical methods, achieving low RMSE (0.0071) and high R<sup>2</sup> (0.9755). SEM and LAM perform competitively among empirical methods, while PDM and EPFM show higher errors, highlighting their limitations in complex wind speed distributions. The study also conducts a techno-economic analysis, assessing capacity factors, unit energy costs, and payback periods. Foça and Urla are identified as optimal investment sites due to high energy yields and economic efficiency, whereas Çeşme is unviable due to low production and long payback periods. This research provides a robust framework for Weibull parameter estimation, demonstrating AIOAs' superior accuracy and offering a decision-support tool for sustainable wind energy investments.

BiomimeticsVol. 10(10)
Izmir University (TR)
Openalex Percentile: Top 4%
Wind Energy Research and Development
4.99
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Weibull Parameter Estimation Using Empirical and AI Methods: A Wind Energy Assessment in İzmir — Bayram Köse · Biomimetics (2025) | TGRS Research Map | TGRS