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Effects of Turbulence on Aerofoils at High Incidence.

机译:高发生率时湍流对翼型的影响。

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摘要

Two effects of free stream turbulence on aerofoils at incidence were investigated: (1) The mean loading effect. A survey of the literature dealing with the effects of turbulence on aerofoil mean loading and stalling was undertaken. This survey was supplemented by the results of an experiment in which three symmetric aerofoils, of different thicknesses, were tested in various turbulent flows. The effects of turbulence intensity and turbulence length scale were examined separately. For aerofoils with ultimate leading edge stall, it was confirmed that the effect of turbulence on the maximum lift is approximately equivalent to the effect of increased Reynolds Number. The variation of this maximum lift with length scale was found to be greater than the -1/5 power law, suggested by a theory of G. I. Taylor. (2) The unsteady loading effect. The higher order unsteady loads arising from the incidence of the aerofoil were investigated from both the theoretical and experimental viewpoints. The higher order theory, which includes the effect of gust distortion by the mean flow field, was initially developed for a sinusoidal gust. This result was employed in two ways: (a) It was applied directly to the problem of the periodic loading of turbomachine blades. (b.) it was used in the formulation, via Fourier analysis, of a higher order loading theory for an isotropic turbulent gust. This latter theory predicts that the higher order admittance of lift (lift spectrum ÷ upwash spectrum) depends on the incidence, infinity , to the second power. In the experiment, unsteady loads were measured on a rigid model at incidence ÷, and subjected to an approximately isotropic turbulent flow. The measured admittance of lift, due to incidence, was in reasonable agreement with the theoretical prediction.
机译:研究了自由流湍流对翼型发生率的两种影响:(1)平均载荷效应。进行了有关湍流对机翼平均载荷和失速影响的文献调查。这项调查得到了实验结果的补充,在该实验中,在各种湍流中测试了三种厚度不同的对称翼型。湍流强度和湍流长度尺度的影响分别进行了检查。对于具有最终前缘失速的机翼,已确认湍流对最大升力的影响大约等于雷诺数增加的影响。由G.I.泰勒理论提出,发现最大升力随长度尺度的变化大于-1/5幂定律。 (2)非稳态加载效果。从理论和实验的角度研究了由翼型发生而产生的高阶非定常载荷。最初针对正弦阵风发展了高阶理论,其中包括阵风畸变对平均流场的影响。该结果有两种使用方式:(a)直接应用于涡轮机叶片周期性加载的问题。 (b。)通过傅立叶分析将其用于各向同性湍流阵风的高阶载荷理论。后一种理论预测,提升的高阶导纳(提升频谱÷上冲频谱)取决于二次幂的发生率(无穷大)。在实验中,在入射角为÷的刚性模型上测量了非稳态载荷,并对其施加了近似各向同性的湍流。由于发生率,测得的提升导纳与理论预测合理吻合。

著录项

  • 作者

    McKeough, Paterson John.;

  • 作者单位

    University of London, Royal Holloway and Bedford New College (United Kingdom).;

  • 授予单位 University of London, Royal Holloway and Bedford New College (United Kingdom).;
  • 学科 Aerospace engineering.
  • 学位 Ph.D.
  • 年度 1976
  • 页码 294 p.
  • 总页数 294
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:51:51

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