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Aeroelastic Wind-Tunnel Test for Aerodynamic Uncertainty Model Validation

机译:气动弹性风洞试验用于气动不确定性模型验证

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摘要

A half model of a scaled-down aircraft is designed and tested in the wind tunnel to validate the mathematical model of uncertainty for unsteady pressure coefficients in the frequency domain. In the wind-tunnel test a step-swept test was conducted to obtain the frequency response function. Then a time-domain response test was performed with turbulence excitation to identify the aircraft's on-line poles. Based on the tested frequency response function for the on-line poles the structured singular value (μ) method was applied to determine the aerodynamic uncertainty level. Finally, the widely used μ analysis method was employed to compute the worst-case flutter boundary, and the result was compared with the experimental flutter velocity. The experimental flutter velocity (30.5 m/s) is in the range of the predicted robust flutter boundary (28.5 m/s) in which parameter uncertainties were taken into account in the numerical model Experimental results validate that the uncertainty quantification theoretical frameworks incorporating experimental data can estimate the proper aerodynamic uncertainty level and predict a safe flutter boundary. The present results suggest that the time-response validation theoretical framework is more advantageous in robust stability analysis than the one based upon the frequency response function.
机译:在风洞中设计并测试了按比例缩小的飞机的半个模型,以验证频域中不稳定压力系数的不确定性数学模型。在风洞测试中,进行了步进扫描测试以获得频率响应函数。然后,在湍流激励下进行时域响应测试,以识别飞机的在线极点。基于已测试的在线极点的频率响应函数,采用结构化奇异值(μ)方法确定空气动力学不确定性水平。最后,采用广泛使用的μ分析方法来计算最坏情况下的颤振边界,并将其结果与实验颤振速度进行比较。实验扑动速度(30.5 m / s)在预测的鲁棒扑动边界(28.5 m / s)的范围内,其中数值模型中考虑了参数不确定性。实验结果验证了结合实验数据的不确定性量化理论框架可以估计适当的空气动力学不确定性水平,并预测安全的扑动边界。目前的结果表明,时间响应验证理论框架比基于频率响应函数的框架在鲁棒稳定性分析中更具优势。

著录项

  • 来源
    《Journal of Aircraft》 |2013年第1期|47-55|共9页
  • 作者单位

    Beijing University of Aeronautics and Astronautics, 100191 Beijing, People's Republic of China,School of Aeronautic Science and Engineering;

    Beijing University of Aeronautics and Astronautics, 100191 Beijing, People's Republic of China,School of Aeronautic Science and Engineering;

    Beijing University of Aeronautics and Astronautics, 100191 Beijing, People's Republic of China,Aeronautic Science and Engineering;

    Shanghai Aircraft Design and Research Institute, 201210 Shanghai, People's Republic of China,Engineer, Commercial Aircraft Corporation of China, Ltd;

  • 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
  • 关键词

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