论文标题

使用提升线理论和瓦格纳的功能对Aerobat的不稳定空气动力学建模

Unsteady aerodynamic modeling of Aerobat using lifting line theory and Wagner's function

论文作者

Sihite, Eric, Ghanem, Paul, Salagame, Adarsh, Ramezani, Alireza

论文摘要

飞行动物具有高度复杂的物理特征,能够使用翅膀进行敏捷动作。拍打翅膀会产生影响空气动力的复杂唤醒结构,这可能很难建模。尽管可以使用流体结构相互作用对这些力进行建模,但它在计算上非常昂贵且难以制定。在本文中,我们遵循一种更简单的方法,通过使用相对较少的状态得出空气动力,并以简单的状态空间形式呈现它们。该公式利用PrandTL的提升线理论和Wagner的功能来确定作用在翼上的不稳定空气动力学作用,然后将其与蝙蝠风格的机器人的实验数据进行比较,称为Aerobat。可以从该模型中评估模拟的尾边涡流脱落,然后可以分析基于尾流的步态设计方法,以改善机器人的空气动力学性能。

Flying animals possess highly complex physical characteristics and are capable of performing agile maneuvers using their wings. The flapping wings generate complex wake structures that influence the aerodynamic forces, which can be difficult to model. While it is possible to model these forces using fluid-structure interaction, it is very computationally expensive and difficult to formulate. In this paper, we follow a simpler approach by deriving the aerodynamic forces using a relatively small number of states and presenting them in a simple state-space form. The formulation utilizes Prandtl's lifting line theory and Wagner's function to determine the unsteady aerodynamic forces acting on the wing in a simulation, which then are compared to experimental data of the bat-inspired robot called the Aerobat. The simulated trailing-edge vortex shedding can be evaluated from this model, which then can be analyzed for a wake-based gait design approach to improve the aerodynamic performance of the robot.

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