TOPFARM wind farm optimization tool
Authors/Creators
- 1. DTU Wind Energy
Description
A wind farm optimization framework is presented in detail and demonstrated on two test cases: 1) Middelgrunden and 2) Stags Holt/Coldham. A detailed flow model describing the instationary flow within a wind farm is used together with an aeroelastic model to determine production and fatigue loading of wind farm wind turbines. Based on generic load cases, the wind farm production and fatigue evaluations are subsequently condensed in a large pre-calculated database for rapid calculation of lifetime equivalent loads and energy production in the optimization loop.. The objective function defining the optimization problem includes elements as energy production, turbine degradation, operation and maintenance costs, electrical grid costs and foundation costs. The objective function is optimized using a dedicated multi fidelity approach with the locations of individual turbines in the wind farm spanning the design space. . The results are over all satisfying and are giving some interesting insights on the pros and cons of the design choices. They show in particular that the inclusion of the fatigue loads costs give rise to some additional details in comparison with pure power based optimization. The Middelgrunden test case resulted in an improvement of the financial balance of 2.1 M€ originating from a very large increase in the energy production value of 9.3 M€ mainly counterbalanced by increased electrical grid costs. The Stags Holt/Coldham test case resulted in an improvement of the financial balance of 3.1 M€.
Files
ris_r_1768.pdf
Additional details
References
- 1. Larsen, G., 2010, ‘TOPFARM – next generation design tool for optimization of wind farm topology and operation ... background, vision and challenges’ Proc. TORQUE 2010: The Science of Making Torque from Wind, June 28-30, Crete, Greece, pp. 437-448.
- 2. Costa, P., Martins, A., & Carvalho, A. (2004). Optimization of energy generation in wind farm through fuzzy control. Retrieved October 20, 2010, from http://repositorio-aberto.up.pt/handle/10216/308.
- 3. Samorani, M. (2010). The Wind Farm Layout Optimization Problem. PowerLeeds School of Business. Retrieved October 20, 2010, from http://leeds.colorado.edu/uploadedFiles/_Documents/Faculty_and_Research/Wo rking_Papers_Series/Operations_and_Information_Management/The Wind Farm Layout Optimization Problem (2).pdf.
- 4. Réthoré, P.E., (2010). “State of the Art in Wind Farm Layout Optimization”. Wind Energy Research. http://windenergyresearch.org/?p=979.
- 5. Elkinton, C. N. (2007). Offshore wind farm layout optimization. RetrievedNovember 10, 2010, from http://adsabs.harvard.edu/abs/2007PhDT........48E.
- 6. Larsen, G.C. (2009). “A simple stationary semi-analytical wake model”. Risø-R- 1713(EN).
- 7. Ott, S., (2009), “Fast linearized models for wind turbine wakes”. Euromech Colloquium 508 on Wind Turbine Wakes, Madrid, 20-22 October. Extended abstract published in ISBN 9788474842203, pp. 11-13. .... Søren’s R-1772 (EN) rapport burden ok erstatte denne reference
- 8. Larsen T.J., Hansen A.M., 2006, “Influence of Blade Pitch Loads by Large Blade Deflections and Pitch Actuator Dynamics Using the New Aeroelastic Code HAWC2,” Proc. EWEC 2006, Athens.
- 9. Madsen, H.Aa., Larsen, G.C., Larsen, T.J., Troldborg, N., Mikkelsen, R. 2010 “Calibration and Validation of the Dynamic Wake Meandering Model for Implementation in an Aeroelastic Code.” J. Solar Energy Eng. Nov. 2010, Vol. 132.
- 10. Larsen, G. C., Madsen, H. Aa., Thomsen, K., and Larsen, T. J., 2008, “Wake Meandering — A Pragmatic Approach,” Wind Energy, 11, pp. 377–395.
- 11. Snel, H., Houwink, R., and Bosschers, J., 1994, “Sectional prediction of lift coefficients on rotating wind turbine blades in stall”. ECN-C—93-052, Petten, December 1994.
- 12. Jonkman, J. “NREL 5MW Offshore Wind Turbine Specifications”
- 13. Nieslony, A., (2010), “Rainflow counting function for Matlab”. Matlab file exchange website.
- 14. Larsen, G., 2009, ‘A simple generic wind farm cost model tailored for wind farm optimization’, Risø-R-1709, Risø-DTU, June 2009.
- 15. Fingersh, L., Hand, M, Laxson, A, 2006. Wind Turbine Design Cost and Scaling Model. NREL report NREL/TP-500-40566.
- 16. Wind directions, Vol. 26 (2), 2007.
- 17. Fuglsang, P., and Madsen, H. A., 1995, ‘‘Optimization of Stall Regulated Rotors,’’ Proc. ASME Wind Energy – 1995, Houston, Texas, SED-Vol 16, pp. 151-158.
- 18. Fuglsang P. and Madsen H.A., 1999, ‘’Optimization method for wind turbine rotors,’’ J. Wind Engineering and Industrial Aerodynamics Vol. 80 No 1-2, pp. 191-206.
- 19. Fuglsang P. and Thomsen, K., 2001, ‘‘Site Specific Design Optimization Of Wind Turbines, ‘‘ ASME J. Solar Engineering, Vol. 123, pp 296-303.
- 20. Vanderplaats, G. N., 1984, ‘‘Numerical Optimization Techniques for Engineering Design with applications,’’ McGraw-Hill Book Company, New Y ork.
- 21. Arora, J.S. 2004, “Introduction to Optimum Design,” Elsevier-direct, ISBN 9788131201275.
- 22. Goldberg, D. E. 1989, Genetic Algorithms in Search, Optimization & Machine Learning, New York: Addison-Wesley, ISBN 0201157675.
- 23. Goffe, Ferrier and Rogers, 1994, ‘’Global Optimization of Statistical Functions with Simulated Annealing,’’ J. of Econometrics, vol. 60, no. 1/2, Jan./Feb. 1994, pp. 65-99.
- 24. Buhl, T., Larsen, G.C.(2010, ‘Wind farm topology optimization including costs associated with structural loading’ Proc. TORQUE 2010: The Science of Making Torque from Wind, June 28-30, Crete, Greece, pp. 449-460.
- 25. Applegate, D. L.; Bixby, R. M.; Chvátal, V.; Cook, W. J. (2006), The Traveling Salesman Problem, ISBN 0691129932.
- 26. Per Vølund, private communication.
- 27. Hansen, K.S. (2010) “Definition of local wind climate for Middelgrunden, DK Deliverable D17: EU – TOPFARM”. Technical report.
- 28. Veldkamp, D. (2010) “Data for Stags Holt/Coldham wind farm”. TOPFARM Project. Technical Report.