利用非对称扑翼冲程缓解前向飞行条件下高扑频的二维翼型推力衰减

Jit Sinha, Sohan Roy, Sunil Manohar Dash
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摘要

在这篇文章中,有害的时间平均推力性能的二维椭圆对称扑翼型在非常高的扑翼频率是解决,并试图通过实施两个单独的扑翼频率在一个扑翼周期的下冲程和上冲程,从而使其不对称,以提高推力性能。我们的研究考虑了三个不同的枢轴位置,三个有效攻角振幅和特定的St范围,保持雷诺数固定为5000。一般情况下,下冲程的扑动频率选择值总是大于临界斯特罗哈尔数,而上冲程的扑动频率则固定为临界斯特罗哈尔数。值得强调的是,当扑动周期中扑动行程频率选择反转时,观测值是周期性的,并且适当地交换。在推力衰减的扑动频率范围内,非对称扑动行程比对称扑动行程产生更多的时间平均推力和非零升力。有趣的是,当实现更快的下冲程和更慢的上冲程配置时,前缘侧枢轴点产生积极的升力。同时,对于中心和后缘枢轴点,情况正好相反。为了理解高扑动频率下这些增强的气动性能,我们进一步分析了所有枢轴位置的瞬态推力和升力分布及其相关的流动结构。
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Mitigation of Thrust Deterioration at a High Flapping Frequency of a 2D Airfoil in Forwarding Flight Conditions Using Asymmetric Flapping Strokes
In this article, the detrimental time-averaged thrust performance of a two-dimensional elliptic symmetrical flapping airfoil at very high flapping frequencies is addressed, and an attempt is made to enhance the thrust performance by implementing two separate flapping frequencies during the downstroke and upstroke of a flapping cycle thus making it asymmetric. Three different pivot locations, three effective angle of attack amplitudes, and a specific range of St are considered for our investigation, keeping the Reynolds number fixed as 5000. In general, the downstroke flapping frequency is always selected with a value higher than the critical Strouhal number, but the upstroke flapping frequency is kept fixed as the critical Strouhal number. It is worth highlighting that the observations are periodic and swapped suitably when the flapping stroke frequency selection is reversed in the flapping cycle. Asymmetric flapping stroke configurations yield more time-averaged thrust and non-zero lift than symmetric flapping stroke at thrust degrading flapping frequency range. Interestingly, the leading edge side pivot point produces positive lift when the implementation of a faster downstroke and slower upstroke configuration. At the same time, it’s the opposite for the center and trailing edge pivot points. To understand these enhanced aerodynamic performances at high flapping frequencies, we have further analyzed the transient thrust and lift force profiles and their associated flow structures for all the pivot locations.
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