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Parametric geometry representations for wind turbine blade shapes 被引量：3

Parametric geometry representations for wind turbine blade shapes
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作者 Chen Jin Zhang Shiqiang Hou Yi Eecen Peter
机构地区 State Key Laboratory of Mechanic Transmission ECN
出处 《High Technology Letters》 EI CAS 2011年第3期325-332,共8页 高技术通讯（英文版）
基金 Supported by the National Natural Science Foundation of China （ No. 50775227 ） and the Natural Science Foundation of Chongqing （ No. CSTC, 2008BC3029）.
关键词 风力涡轮机 形状参数 涡轮叶片 几何学 空气动力学性能 形状函数 设计空间 分布函数 wind turbine, airfoils, aerodynamic convergence, shape function/ distribution function, orders of polynomial （OP）
分类号 O18 [理学—基础数学] TK8 [动力工程及工程热物理—流体机械及工程]
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参考文献15

  • 1Sobieczky H. Parametric airfoils and wings. Notes on Numerical Fluid Mechanics. 1998, 68:71-88.
  • 2Fuglsong P, Bak C. Development of the Ris? Wind Turbine Airfoils. Wind Energy. 2004, 7 : 145-162.
  • 3Ladson C L , Brooks C W, Hill A S, et al. Computer Program to Obtain Ordinates for Naca Airfoils. USA: Langley Research Center, 1996.
  • 4Abbot I H, Von Doenhofe A E. Theory of Wing Sections. New York : Dover Publications, INC, 1959.
  • 5Theodore T. Theory of wing sections of arbitrary shape, In: Proceedings of the National Advisory Committee for Aeronautics, Washington, D C, USA, 1931. 229-240.
  • 6Kulfan B M, Bussoletti JE. Fundamental parametric ge- ometry representations for aircraft component shapes. In: Proceedings of the l lth AIAA/ISSMO Multidisciplinary Analysis and Optimization Conference: The Modeling and Simulation Frontier for Muhidisciplinary Design Optimization, Portsmouth, Virgina, 2006. 1-45.
  • 7Dan M S. Design and Experimental Results for the S809 Airfoil, In: Proceedings of the National Renewable Energy Laboratory, Colorada, USA, 1997.1-36.
  • 8Van R R, Modification of the boundary layer calculation in RFOIL for improved airfoil stall prediction. In: Proceedings of the TU-Delft.the Netherlands, 1996. 1-49.
  • 9Bosschers J, Montgomery B, Brand A, Influence of blade rotation on the sectional aerodynamics of rotational blades. In: Proceedings of the 22nd European rotorcraft Forum, Bristol, England, 1996. 236-254.
  • 10Van R R, Timmer W A. Roughness sensitivity considerations for thick rotor blade airfoils. Journal of Solar Energy Engineering. 2003, 125:468-478.

同被引文献36

  • 1杨阳,李春,叶舟,缪维跑.风力机叶片多目标遗传算法优化设计[J].工程热物理学报,2015,36(5):1011-1014. 被引量：6
  • 2Tangler J L, Somers D M. Status of the special purpose airfoil families [ C ]// Proceedings of WINDPOWER' 87. San Fransisco, 1987:229 - 335.
  • 3Timmer W A, van Tooij P. Summary of the Delft University wind turbine dedicated airfoils [ J ]. Journal of Solar Energy Engineering, 2003,125 (4) :488 - 496.
  • 4Van Ro0ij R, Timmer W A. Roughness sensitivity considerations for thick rotor blade airfoils [ J ]. Journal of Solar Energy Engineering,2003,125 (4) :468 - 478.
  • 5Fuglsang P, Bak C, Gaunaa M, et al. Design and verification of the Risb-Bi airfoil family for wind turbines[J ]. Journal of Solar Energy Engineering, 2000,126 ( 4 ) : 1002 - 1010.
  • 6Gopalarathenam A, Selig M S. Multipoint inverse methods for multielement airfoil design[ J]. Journal of Aircraft, 1998, 35(3) :398 -404.
  • 7Dmla M. XFOIL: an analysis and design system for low Reynolds number airfoils [ M ]. Berlin: Springer Heidelberg, 1989:1 - 12.
  • 8Veers P S, Ashwill T D, Sutherland H J, et al. Trends in the design, manufacture and evaluation of wind turbine blades [ J ]. Wind Energy,2003,6 (3) :245 - 259.
  • 9Fuglsang P, Bak C. Development of the RisO wind turbine airfoils [J]. Wind Energy,2004,7(2) :145 - 162.
  • 10Ribeiro A F P, Awruch A M, Gomes H M. An airfoil optimization technique for wind turbines [ J ]. Applied Mathematical Modelling ,2012,36(10) :4898 -4907.

引证文献3

二级引证文献3

High Technology Letters
2011年 第3期

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