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扑动悬停食蚜蝇翅膀的波纹和变形的空气动力学效应。

Aerodynamic effects of corrugation and deformation in flapping wings of hovering hoverflies.

机构信息

Ministry-of-Education Key Laboratory of Fluid Mechanics, Beijing University of Aeronautics & Astronautics, Beijing, China.

出版信息

J Theor Biol. 2012 May 7;300:19-28. doi: 10.1016/j.jtbi.2012.01.010. Epub 2012 Jan 12.

Abstract

We investigated the aerodynamic effects of wing deformation and corrugation of a three-dimensional model hoverfly wing at a hovering condition by solving the Navier-Stokes equations on a dynamically deforming grid. Various corrugated wing models were tested. Insight into whether or not there existed significant aerodynamic coupling between wing deformation (camber and twist) and wing corrugation was obtained by comparing aerodynamic forces of four cases: a smooth-plate wing in flapping motion without deformation (i.e. a rigid flat-plate wing in flapping motion); a smooth-plate wing in flapping motion with deformation; a corrugated wing in flapping motion without deformation (i.e. a rigid corrugated wing in flapping motion); a corrugated wing in flapping motion with deformation. There was little aerodynamic coupling between wing deformation and corrugation: the aerodynamic effect of wing deformation and corrugation acting together was approximately a superposition of those of deformation and corrugation acting separately. When acting alone, the effect of wing deformation was to increase the lift by 9.7% and decrease the torque (or aerodynamic power) by 5.2%, and that of wing corrugation was to decrease the lift by 6.5% and increase the torque by 2.2%. But when acting together, the wing deformation and corrugation only increased the lift by ~3% and decreased the torque by ~3%. That is, the combined aerodynamic effect of deformation and corrugation is rather small. Thus, wing corrugation is mainly for structural, not aerodynamic, purpose, and in computing or measuring the aerodynamic forces, using a rigid flat-plate wing to model the corrugated deforming wing at hovering condition can be a good approximation.

摘要

我们通过在动态变形网格上求解纳维斯托克斯方程,研究了三维模型悬停蝇翼在悬停状态下的翼变形和波纹的空气动力效应。测试了各种波纹翼模型。通过比较四种情况的空气动力:无变形的扑动运动中的光滑板翼(即扑动运动中的刚性平板翼);变形的扑动运动中的光滑板翼;无变形的扑动运动中的波纹翼(即扑动运动中的刚性波纹翼);变形的扑动运动中的波纹翼,了解了翼变形(弯度和扭转)和翼波纹之间是否存在显著的空气动力耦合。翼变形和波纹之间几乎没有空气动力耦合:变形和波纹一起作用的空气动力效应大约是变形和波纹单独作用的叠加。单独作用时,翼变形的效果是将升力增加 9.7%,将扭矩(或空气动力功率)降低 5.2%,而翼波纹的效果是将升力降低 6.5%,将扭矩增加 2.2%。但是,当它们一起作用时,翼变形和波纹仅将升力增加约 3%,将扭矩降低约 3%。也就是说,变形和波纹的联合空气动力效应相当小。因此,翼波纹主要是为了结构目的,而不是空气动力目的,在计算或测量空气动力时,使用刚性平板翼来模拟悬停状态下的波纹变形翼可以是一个很好的近似。

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