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AUTHOR(S):

Y. El Khchine, M. Sriti

 

TITLE

Wind Turbine Blade Optimisation With Axial Induction Factor And Tip Loss Corrections

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ABSTRACT

Tip loss corrections are a critical factor in blade element momentum theory when determining optimum blade shape for maximum power production. Using numerical and analytical optima, this paper compares the optimal tip shape using the classical tip loss correction of Glauert. A semi-analytical solution was proposed to find the optimum rotor considering Shen’s new tip loss model. The optimal blade geometry is obtained for which the maximum power coefficient is calculated at different design tip speed and glide ratio. Our simulation is conducted four S809 rotor wind turbine blade type, produced by National Renewable Energy Laboratory (NREL).

 

KEYWORDS

BEM method, S809 airfoil, Horizontal axis wind turbine, Aerodynamic performances, Tip speed ratio, power coefficient

 

REFERENCES

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[3] Wen Zhong Shen, Robert Mikkelsen and Jens Nørkær Sørensen, Tip Loss Corrections for Wind Turbine Computations, Wind Energy, vol 8, pp. 457-475, 2005

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[5] Spera, D.A., Wind Turbine Technology. ASME Press, New York, 1994

[6] Viterna L.A, Corrigan R.D, Fixed Pitch Rotor Performance of Large Horizontal Axis Wind Turbines, In Proceedings of DOE/NASA Workshop on Large Horizontal Axis Wind Turbine, Cleveland, OH, USA, 29–30 July (1981) ; pp. 69–85.

[7] A. Ghadirian, M. Dehghan, F. Torabi, Considering induction factor using BEM method in wind farm layout optimization, Journal of Wind Engineering and Industrial Aerodynamics, Vol 129,(2014), pp.31–39

[8] Lanzafame and Messina, Horizontal axis wind turbine working at maximum power coefficient continuously, Renewable Energy, Vol 35,(2010), pp. 301–306

[9] Bumsuki Kim, Woojune Kim, Sanglae Lee, Sungyoul Bae, Youngho Lee, Developement and verification of a performance based optimal design software for wind turbine blades, Renewable Energy, Vol 54,(2013), pp.166-172.

Cite this paper

Y. El Khchine, M. Sriti. (2017) Wind Turbine Blade Optimisation With Axial Induction Factor And Tip Loss Corrections. International Journal of Renewable Energy Sources, 2, 105-108

 

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