Intermittent unsteady propulsion with a combined heaving and pitching foil

E. Akoz, A. Mivehchi, K. Moored
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引用次数: 3

Abstract

Inviscid computations are presented of a self-propelled virtual body connected to a combined heaving and pitching foil that uses continuous and intermittent motions. It is determined that intermittent swimming can improve efficiency when the dimensionless heave ratio is $h^* 0.5$) motions. Based on insight derived from classic unsteady thin airfoil theory, it is discovered that pitch-dominated motions are driven by added-mass-based thrust production where self-propelled efficiency is maximized for high reduced frequencies, while heave-dominated motions are driven by circulatory-based thrust production where self-propelled efficiency is maximized by low reduced frequencies. Regardless of the dimensionless heave ratio the reduced frequency is high for small amplitude motions, high Lighthill numbers, and low duty cycles and vice versa. Moreover, during intermittent swimming, the stopping vortex that is shed at the junction of the bursting and coasting phases becomes negligibly weak for $h^* < 0.5$ and small amplitude motions of $A^* = 0.4$. This study provides insight into the mechanistic trade-offs that occur when biological or bio-inspired swimmers continuously or intermittently use combined heaving and pitching hydrofoils.
起伏和俯仰相结合的间歇非定常推进
提出了一种使用连续和间歇运动的与起伏和俯仰相结合的自行式虚拟体的无粘计算。在无量纲起伏比为$h^* 0.5$时,间歇游泳可以提高效率。基于经典非定常薄翼型理论,我们发现俯仰主导运动是由基于附加质量的推力驱动的,在高降频下,自推进效率最大化;而升沉主导运动是由基于循环的推力驱动的,在低降频下,自推进效率最大化。无论无量纲起伏比如何,对于小振幅运动,高Lighthill数和低占空比,降低的频率都很高,反之亦然。此外,在间歇游动过程中,当$h^* < 0.5$和$A^* = 0.4$的小幅度运动时,在破裂和滑行阶段交界处脱落的停止涡变得微弱到可以忽略不计。这项研究提供了当生物或仿生游泳者连续或间歇使用升沉和俯仰组合水翼时发生的机械权衡的见解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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