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Computation of transonic flow over elastic rotor blade.

机译:弹性转子叶片上跨音速流的计算。

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摘要

The understanding of the aeroelastic behavior of transonic rotor blades is essential in the design of advanced vertical-takeoff-and-landing vehicles such as the tilt-rotor and x-wing aircraft. A computational tool is developed in this thesis by coupling an aerodynamic code with a structural dynamic code, which can be used to predict the performance of an elastic rotor blade when operating at transonic speeds.;The full-potential transonic rotor flow code TFAR2, based on the finite-difference approach, is used to compute the inviscid, isentropic and irrotational flow field in a blade-fixed coordinate system. On the other hand, the finite-element approach based on beam theory is employed in the structural dynamic code. Flutter equations are solved in time domain instead of in frequency domain of using modal analysis, and a global-local transformation matrix is derived to improve the accuracy for large blade deflections. The computed natural frequencies of a model blade in the first five modes (three flapping, one lagging and one torsion) agree very well with experimental data.;To demonstrate the capability of this computational tool, both hovering and forward flight cases for the model blade are examined. Numerical results are presented separately to show the differences between rigid and elastic blade calculations. The comparison reveals that the blade elasticity plays an important role in the transonic regime, especially when the rotor is in forward flight.
机译:对跨音速转子叶片的空气弹性行为的理解对于设计先进的垂直起降飞机(例如倾转旋翼飞机和X翼飞机)至关重要。本文通过将空气动力学代码与结构动力学代码相结合,开发出一种计算工具,可用于预测跨音速下弹性转子叶片的性能。全势跨音速转子流代码TFAR2基于在有限差分法上,该方法用于计算叶片固定坐标系中的无粘性,等熵和无旋流场。另一方面,在结构动力编码中采用了基于梁理论的有限元方法。使用模态分析在时域而非频域中求解颤振方程,并导出全局局部变换矩阵以提高大叶片挠度的精度。在前五个模式(三个拍打,一个滞后和一个扭转)中模型叶片的计算固有频率与实验数据非常吻合。为了演示此计算工具的功能,模型叶片的悬停和向前飞行情况被检查。分别给出了数值结果,以显示刚性和弹性叶片计算之间的差异。比较表明,叶片弹性在跨音速状态中起着重要作用,尤其是在旋翼向前飞行时。

著录项

  • 作者

    Gea, Lie-Mine.;

  • 作者单位

    University of Colorado at Boulder.;

  • 授予单位 University of Colorado at Boulder.;
  • 学科 Engineering Aerospace.
  • 学位 Ph.D.
  • 年度 1989
  • 页码 121 p.
  • 总页数 121
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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