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arXiv 2302.09602physics.flu-dynphysics.bio-ph
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一种用于中等雷诺数下动物飞行准稳态模拟的改进气动模型

An improved aerodynamic model for quasi-steady simulations of animal flight at moderate Reynolds numbers

Yunxing Su, Xiaozhou Fan, Kyohei Onoue, Hamid Vejdani, Kenneth Breuer

AI总结:

本研究通过实验与数值方法,建立了适用于中等雷诺数动物飞行的改进准稳态气动模型,验证了其在鸽子和蝙蝠前飞模拟中的准确性,为扑翼机器人设计提供了关键依据。

摘要:

我们报道了旨在开发一种改进范式以模拟中等雷诺数(20k-50k)下动物飞行的实验与数值研究。我们开展了一系列实验,以表征准稳态矩形翼在一系列攻角α下的气动力与力矩特性。研究表明,阻力系数曲线C_D(α)可仅通过简单三角函数精确建模,而升力系数曲线C_L(α)的变化由三角函数与指数函数的和决定,其中指数函数捕捉了小攻角范围内升力系数的线性变化,这与线性无粘理论的预测一致。此外,我们建立了压力中心位置与α之间的经验关系,该关系可与所提出的气动公式(即C_L和C_D)结合使用,以计算绕任意轴的俯仰力矩系数C_M(α)。随后,我们将这些准稳态公式应用于一个已验证的扑翼代码中,以模拟鸽子和蝙蝠在不同飞行速度下的前飞过程,并将结果与已报道的实验数据进行对比。我们成功证明,所提出的公式在两种动物的拍翅频率预测上均表现出更好的一致性,尤其是在更高飞行速度下。此外,小攻角范围在提供更高升阻比C_L/C_D方面至关重要,可得到功耗更低、身体俯仰变化更小的解,这两点都是未来扑翼机器人设计中的重要考量因素。

英文摘要:

We report on experimental and numerical studies aimed at developing an improved paradigm to model animal flight at moderate Reynolds numbers ($ 20 k - 50k $). A series of experiments were performed to characterize the behaviors of aerodynamic forces and moment associated with a quasi-steady rectangular wing over a range of angle of attack, $α$. We demonstrate that, while the drag coefficient curve, $C_D(α)$, can be accurately modeled solely by a simple trigonometric function, the evolution of lift coefficient curve, $C_L(α)$, is governed by the sum of trigonometric and exponential functions, where the latter captures the linear variation in lift coefficient within the small-angle regime, as predicted by the linear inviscid theory. In addition, we establish an empirical relation between the location of the center of pressure and $α$, which can be used in conjunction with the proposed aerodynamic formulas (i.e., $C_L$ and $C_D$) to evaluate the pitching moment coefficient, $C_M(α)$, about any arbitrary axis. These quasi-steady formulations are then utilized within a previously tested flapping-wing code to simulate the forward flight of a pigeon and a bat at various flight speeds, and the results are compared against previously reported experimental data. We successfully demonstrate that the proposed formulas yield much better agreement with wingbeat frequency for both animals, especially at higher flight speeds. In addition, the small-angle regime proves critical in offering higher $C_L/C_D$, leading to solutions with lower power consumption and body pitching variation, both of which are important aspects in designing future flapping wing robots.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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