Rotational speed characteristics of load torque to extend the operable tip speed ratio range for fixed pitch wind turbines
This study explored the effective operational range of fixed pitch wind turbines by focusing on extending the lower end of tip speed ratios. We investigated how these kinds of wind turbines perform under higher-than-rated wind speeds by analysing the load torque characteristics of the generator using numerical and mathematical methods. The core analysis involved non-dimensional governing equations, assessing the variation of the aerodynamic
torque coefficient as a function of the tip speed ratio. Utilising data from two previous studies, the distribution of aerodynamic torque coefficients is detailed, and the fourth-order Runge-Kutta method is applied to numerically analyse the impact of load torque characteristics on turbine rotational behaviours. Further, the tip speed ratio changes from the optimal value under constant and linear load torque conditions were examined. Results indicate that under constant load, the tip speed ratio approaches zero below a critical ratio and stabilises above it. Under linear conditions, this critical ratio diminishes, broadening the operational range. The study proposes and validates novel equations for the critical tip speed ratio, highlighting the benefits of linear load torque adjustments that could enhance wind turbines’ performance and efficiency.
Funding
Japanese Ministry of Education, Culture, Sports, Science and Technology through Grants-in-Aid: 21K03859
Japanese Ministry of Education, Culture, Sports, Science and Technology through Grants-in-Aid: 22H01684
Okayama University
DOWA HOLDINGS Co., Ltd
TOHO ELECTRIC INDUSTRIAL Co., Ltd
Wesco Scientific Promotion Foundation
History
School
- Architecture, Building and Civil Engineering
Published in
IOP Journal of Physics: Conference SeriesSource
International Conference on Mathematical Modeling in Physical SciencesPublisher
IOP PublishingVersion
- AM (Accepted Manuscript)
Rights holder
© The Author(s)Acceptance date
2024-11-04Notes
Conference web page: https://www.icmsquare.net/ISSN
1742-6588eISSN
1742-6596Publisher version
Language
- en