翼型非定常边界层转捩探测实验研究

Experimental study on detection of unsteady boundary layer transition on airfoil

  • 摘要: 为了研究翼型非定常边界层转捩特性,通过获取翼型表面脉动压力信号,采用相位平均法和滑动平均法计算翼型沿弦线脉动压力信号的标准偏差,根据标准偏差的峰值判别转捩位置。通过红外热像仪获取翼型表面红外图像,采用差分红外图像处理方法,获得翼型表面沿弦线的温度分布以及温度变化率,根据温度变化率峰值判别转捩位置。运用这两种测量技术,针对翼型俯仰振荡工况下的非定常转捩特性开展实验研究,获取翼型正弦振荡运动过程中非定常转捩运动规律以及不同振荡频率对转捩探测的影响。结果表明,翼型在俯仰正弦振荡过程中,转捩位置随着迎角的增大向模型前缘移动,随着迎角的减小向模型后缘移动。在迎角增大和减小过程中边界层转捩位置会形成迟滞环,且振荡频率越高,迟滞环越大;同时,两种测量方法所测得的转捩位置运动规律呈现出良好的一致性,两者之间误差小于0.04(x/c)。

     

    Abstract: To investigate the unsteady boundary layer transition characteristics of airfoils, fluctuating pressure signals on the airfoil surface were acquired. The phase averaging method and moving averaging method were used to calculate the standard deviation of the fluctuating pressure signals along the airfoil chord. The transition position was determined based on the peak value of the standard deviation.Infrared images of the airfoil surface were obtained using an infrared thermography camera. The differential infrared image processing method was applied to acquire the temperature distribution and temperature change rate along the airfoil chord. The transition position was also identified according to the peak value of the temperature change rate.These two measurement techniques were employed to conduct experimental studies on the unsteady transition characteristics of airfoils under pitching oscillation conditions. The study obtained the unsteady transition law during the airfoil's sinusoidal oscillation motion and the influence of different oscillation frequencies on transition detection. The results show that during the sinusoidal pitching oscillation of the airfoil, the transition position moves toward the leading edge of the model as the angle of attack increases, and toward the trailing edge as the angle of attack decreases. A hysteresis loop is formed in the boundary layer transition position during the increase and decrease of the angle of attack, and the higher the oscillation frequency, the larger the hysteresis loop. Meanwhile, the transition position laws measured by the two methods show good consistency, with an error of less than 0.04 (x/c) between them.

     

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