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首页> 外文期刊>FDMP: Fluid Dynamics & Materials Processing >Numerical Analysis of an Insect Wing in Gliding Flight: Effect of Corrugation on Suction Side
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Numerical Analysis of an Insect Wing in Gliding Flight: Effect of Corrugation on Suction Side

机译:滑动飞行中昆虫翼的数值分析:波纹对吸力的影响

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摘要

We have conducted a numerical study to investigate the relationship between the aerodynamic performance of an insect wing section and the effect of corrugation in gliding flight. In particular, an Airfoil-CR, corresponding to Kesel’s Profile 2 (Kesel, Journal of Experimental Biology, vol. 203, 2000), has been used. This profile represents exactly the cross section of the so-called "Aeshna cyanea". A smoothed variant of this profile (referred to in the present study as Airfoil-SM) has also been considered. Introducing five different variants of the Airfoil-CR corresponding to different levels of corrugation, namely M1, M2, M3, M4 and M5, an unsteady fluid flow analysis has been carried out in the framework of a Fraction-Step Method (based on a velocity-pressure coupling scheme). Another airfoil M6 has also been considered by taking all the corrugations on the suction side simultaneously while the pressure side remains smooth. Simulations were performed for variety of Reynolds numbers ranging from 150 to 10000, while angle of attack was varied from 0° to 20°. According to the results, the performances (in terms of shear and pressure drags) change as a function of the corrugation and Reynolds number. While the performances of the Airfoil-CR are relatively good at low Reynolds numbers, its behavior changes completely at higher Reynolds number where the best performances are achieved by using the Airfoil-SM. Moreover, steady or oscillatory flow can emerge depending on the considered situations.
机译:我们已经进行了一个数值研究,以研究昆虫翼段的空气动力学性能与滑翔飞行中的影响之间的关系。特别地,已经使用了对应于Kesel的型材2(Kesel,实验生物学,Vol.2000)的梯级的翼型-C。该配置文件恰好代表所谓的“Aeshna cyanea”的横截面。还考虑了该概况的平滑变体(作为翼型-M)的平滑变型。引入对应于不同水平的波纹,即M1,M2,M3,M4和M5的翼型-C的五种不同变体,在分数步骤方法的框架中进行了不稳定的流体流分析(基于速度 - 压力耦合方案)。通过同时在吸入侧取下所有波纹,而压力侧保持光滑,也考虑了另一种翼型M6。对于从150至10000的各种雷诺数进行仿真,而攻角从0°变化到20°。根据结果​​,表演(在剪切和压力拖动方面)随着波纹和雷诺数的函数而变化。虽然翼型-C的性能在低雷诺数时相对较好,但其行为在通过使用翼型-m来实现最佳性能的较高雷诺数。此外,稳定或振荡流程可以根据所考虑的情况而出现。

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