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On the Effect of Rotational Forces on Rotor Blade Boundary-Layer Transition

机译:旋转力对转子叶片边界层过渡的影响

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Laminar-turbulent boundary-layer transition is investigated on the suction side of Mach-scaled helicopter rotor blades in climb and analyzed in view of the effect of rotational forces. Spatially highly resolved data and precisely detected transition positions are obtained by means of temperature-sensitive paint and accompanied by local surface pressure measurements at two radial blade sections. The effect of rotational forces is investigated by systematic variation of Rossby number from Ro = 4.76 to 6.95 at Re = 3.7 x 10~5 and M = 0.22. The findings do not show a measurable effect of rotational forces on boundary-layer transition in the investigated parameter range and suggest predominantly two-dimensional (2D) flow behaviour, which is confirmed by subsequent validation with 2D numerical tools. Based on quantitative agreement between measured and calculated surface pressures, it is shown that experimentally detected transition positions are predicted to within ±4% chord if a critical amplification factor of Ncrmses = 5.6 is used in MSES for transition prediction in the rotor test facility of the DLR Gottingen. The measured transition onset positions are also correlated with the obtained integral growth rates from 2D compressible local linear stability theory to get transition N-factors of N_(cr) = 8.4 ±0.5. Correlations are shown to be independent of relative chord Reynolds number and incompressible shape factor at the detected transition onset underlining the capability of 2D numerical techniques based on linear stability theory to model boundary-layer transition in the investigated parameter range.
机译:在爬升过程中研究了马赫级直升机旋翼桨叶吸力侧的层流湍流边界层过渡,并根据旋转力的影响进行了分析。通过对温度敏感的涂料获得空间高度解析的数据并精确检测到过渡位置,并在两个径向叶片部分进行局部表面压力测量。通过在Re = 3.7 x 10〜5和M = 0.22时Rossby数从Ro = 4.76到6.95的系统变化来研究旋转力的影响。这些发现并未显示出在所研究的参数范围内旋转力对边界层过渡的可测量影响,并且表明了主要是二维(2D)流动行为,这一点已通过随后使用2D数值工具进行验证得到了证实。根据测量和计算出的表面压力之间的定量一致性,表明如果在MSES的转子测试设备中,MSES使用临界放大因子Ncrmses = 5.6来预测实验检测到的过渡位置在弦的±4%之内。 DLR哥廷根。测得的转变起始位置还与从2D可压缩局部线性稳定性理论获得的积分增长率相关,以获得转变N因子N_(cr)= 8.4±0.5。所显示的相关性与所检测到的过渡开始时的相对弦雷诺数和不可压缩形状因数无关,这强调了基于线性稳定性理论的二维数值技术能够在研究的参数范围内对边界层过渡进行建模的能力。

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