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Additional resources for Wind Energy: Developments, Potential and Challenges
A, M. Carvalho, J. C. Ramos, L. M. Serra 2009 «Thermo economic Analysis of Simple Trigeneration Systems» Int. J. of Thermodynamics Vol. 12 (No. 3), pp. 147-153. Lynch P. (2008). The origins of computer weather prediction and climate modeling. Journal of Computational Physics, No. 227, Vol. 7, pp. 34313444. Lynch P. (2006). Weather Prediction by Numerical Process. The Emergence of Numerical Weather Prediction. Cambridge University Press. ISBN 9780521857291. pp. 1-27. Magdi Ragheb and Adam M. Ragheb (2011).
_ (9) . Based on the assumption that the wind speed varies very little in permament mode, we obtain the static equation from the turbine equation: J. Ω =C −C − f. Ω = C =0 (10) The effect of the viscous friction torque is neglected: C ≅0 (11) 44 Walid Ouled Amor and Moez Ghariani We obtained: C =C (12) DFIG Model The modelling of the DFIG, presented by Figure 3, is described in the PARK referential. This work is based on the following simplifying assumptions: The air-gap is constant and the nick effect is negligible The flow distribution is sinusoidal The saturation of the magnetic circuit is negligible The influences of the heating and the skin effect on the characteristics of the DFIG are not taken into account.
Magdi Ragheb and Adam M. Ragheb (2011). Wind Turbines Theory - The Betz Equation and Optimal Rotor Tip Speed Ratio, Fundamental and Advanced Topics in Wind Power, Dr. ), ISBN: 978953-307-508-2, InTech. Manwell, J. , McGowan, J. G. and Rogers, A. L. , Wiley, ISBN: 978-0-470-01500-1. Second Edition John Willey & Sons, Ltd, Chichester, UK doi: 1010029781114367. Miguel Toledo Velázquez, Marcelino Vega Del Carmen, Juan Abugaber Francis, Luis A. Moreno Pacheco, Guilibaldo Tolentino Eslava, (2014). Design and Experimentation of a 1 MW Horizontal Axis Wind Turbine.
Wind Energy: Developments, Potential and Challenges by Desiree Fleming