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Criterion for Spanwise Spacing of Stall Cells

机译:失速单元的空间间距准则

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摘要

Based on the classical lifting-line theory, an explanation for the appearance of stall cells was provided. In addition, an analytical model for the prediction of the spanwise spacing of stall cells was postulated. The model prediction is in good agreement with measurements by Yon and Katz . Unfortunately, no other experimental dataset providing both the lift curve and the number of stall cells could be found in the literature, and further model validation has to wait until such data become available. Common to linear stability analysis, the present model considers small amplitude disturbances. Implicitly, the assumption is made that the stall cell spacing does not change as the amplitudes grow until a mean flow deformation sets in. Finally, the model predicts stall cells for all airfoils with a negative lift curve beyond the angle of attack for maximum lift (c_(l,max)). According to Broeren and Bragg, this may not be the case. Additional mechanisms may be at work that would have to be implemented into the present model to account for the observation by Broeren and Bragg.
机译:基于经典的举升线理论,提供了对失速细胞外观的解释。另外,提出了用于预测失速单元的翼展方向间距的分析模型。模型的预测与Yon和Katz的测量非常吻合。不幸的是,在文献中找不到提供升力曲线和失速单元数量的其他实验数据集,并且进一步的模型验证必须等到这些数据变得可用。与线性稳定性分析相同,本模型考虑较小的振幅干扰。隐式地假设,随着平均流量变形的建立,失速单元的间距不会随着振幅的增加而改变。最后,该模型预测所有机翼的失速单元,其升力曲线为负,超过最大上升角的迎角。 c_(l,max))。 Broeren和Bragg认为,事实并非如此。为了考虑Broeren和Bragg的观察,可能必须在本模型中实施其他机制。

著录项

  • 来源
    《AIAA Journal》 |2015年第1期|272-274|共3页
  • 作者单位

    New Mexico State University, Las Cruces, New Mexico 88003 ,Mechanical and Aerospace Engineering Department, 1040 S. Horseshoe;

    University of Arizona, Tucson, Arizona 85721 ,Aerospace and Mechanical Engineering Department 1130 N. Mountain Ave;

    University of London, London, England E1 4NS, United Kingdom ,Queen Mary and Westfield College, School of Engineering and Materials Science, Mile End Road;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
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