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Linear instability mechanisms leading to optimally efficient locomotion with flexible propulsors

机译:线性不稳定机制可通过柔性推进器实现最佳有效的运动

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We present the linear stability analysis of experimental measurements obtained from unsteady flexible pitching panels. The analysis establishes the connections among the wake dynamics, propulsor dynamics, and Froude efficiency in flexible unsteady propulsion systems. Efficiency is calculated from direct thrust and power measurements and wake flowfields are obtained using particle image velocimetry. It is found that for flexible propulsors every peak in efficiency occurswhen the driving frequency of motion is tuned to a wake resonant frequency, not a structural resonant frequency. Also, there exists an optimal flexibility that globally maximizes the efficiency. The optimal flexibility is the one where a structural resonant frequency is tuned to a wake resonant frequency. The optimally tuned flexible panels demonstrate an efficiency enhancement of 122%–133% as compared to an equivalent rigid panel and there is a broad spectrum of wake resonant frequencies allowing high efficiency swimming over a wide range of operating conditions. At a wake resonant frequency we find that the entrainment of momentum into the time-averaged velocity jet is maximized.
机译:我们介绍了从不稳定的柔性俯仰板获得的实验测量值的线性稳定性分析。该分析建立了柔性非恒定推进系统中尾流动力学,推进器动力学和弗洛德效率之间的联系。通过直接推力和功率测量计算效率,并使用粒子图像测速仪获得尾流场。已经发现,对于挠性推进器,当运动的驱动频率调整到唤醒共振频率而不是结构共振频率时,效率的每个峰值都会出现。而且,存在一种最佳的灵活性,可以在全局范围内最大程度地提高效率。最佳柔韧性是将结构共振频率调整为唤醒共振频率的灵活性。经过优化调整的柔性面板与同等刚性面板相比,效率提高了122%–133%,并且尾波共振频率范围广,可以在各种工作条件下实现高效率的游泳。在唤醒共振频率处,我们发现动量进入时均速度射流的夹带是最大的。

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