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A Computational Study on Tail Buffeting Suppression by an Inflatable Bump

机译:充气凸起尾部自共抑制的计算研究

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Based on self-induction theory, a novel method that uses an inflatable bump to suppress buffeting is proposed and investigated by numerical simulation. A rapidly inflatable bump is packed and attached to the upper surface of a delta wing. When the angle of attack is small, the bump is not inflated and the enhanced vortex lift which mainly depends on vortex intensity is not affected; When severe buffeting begins at a high angle of attack, the bump is inflated, producing a bulge there. The bulge changes the vortex core trajectory, then reduces the unsteady aerodynamic load on tail surface in the separated flow after vortex breakdown, thus achieving the goal of buffeting suppression. Numerical simulation for a model with a delta-wing, twin-tail configuration demonstrates that, the bulge could twist the pathline of vortex core, move vortex breakdown position upstream, closer to the apex at high angles of attack. Moment coefficient about the left tail root is obviously decreased, and corresponding RMS and peak of power spectral density is lessened, too. Of the two bump shapes studied, semisphererical and semicylindrical, the latter delivers a better performance on tail buffeting suppression. In conclusion, an inflatable bump on an appropriate position of the upper surface of the wing is a convenient and reliable way to suppress buffeting.
机译:基于自诱导理论,提出了一种使用充气凸块来抑制缓冲的新方法,并通过数值模拟研究。快速充气的凸块被堆积并附接到Delta翼的上表面。当迎角小时,凹凸没有充气,并且增强的涡升降升降升降量主要取决于涡旋强度不受影响;当严重的攻角开始时,凸起膨胀,在那里产生凸起。凸起改变了涡旋核心轨迹,然后在涡旋故障后降低了分离的流动中尾表面上的不稳定空气动力载荷,从而实现了抑制抑制的目标。具有三角翼的模型的数值模拟,双尾结构表明,凸起可以扭曲涡旋核心的路径,在上游移动涡流击穿位置,在高角度的攻角处更接近顶点。关于左尾根的时刻系数显然降低,并且也减少了相应的RMS和功率谱密度的峰值。在研究的两个凸起形状中,半球形和半透明,后者在尾巴抑制上提供了更好的性能。总之,机翼上表面的适当位置上的充气凸块是抑制缓冲的方便且可靠的方法。

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