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An Integrated High-fidelity Approach for Modeling Flow-Structure Interaction in Biological Propulsion and its Strong Validation

机译:用于生物推进中流-结构相互作用建模的高保真综合方法及其强力验证

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Biological propulsors (fish fins and insect wings) usually exhibit large and complex deformation during propulsion. This is due to their complex geometries, non-uniform and non-linear material properties and complex interactions with surrounding fluid (water/air). In order to understand the propulsor flexibilities and their hydrodynamic/aerodynamic roles, we propose an integrated high-fidelity numerical method for modeling the flow-structure interactions of biological propulsors. Taking the fish caudal fin as an example, we build a high fidelity structural model, which consists of a series of beams (for fin rays) and a thin shell model supported by those beams. The flexural rigidity of the beams and the shell is reversely determined by a finite element analysis (FEA) through the comparison between the FEA-obtained deformation and the realistic fin kinematics reconstructed from the high-speed videos. And then, a fully coupled flow-structure interaction simulation is carried out to validate the FSI approach. The results show that both the chordwise and spanwise deformation of the caudal fin model obtained in our simulation is consistent with those of the reconstructed fin. Moreover, the thrust and the pressure distribution on the fin surface of the FSI model and the reconstructed model exhibit the same trend. And the wake topology in both models are identical.
机译:生物推进器(鱼鳍和昆虫的翅膀)通常在推进过程中表现出大而复杂的变形。这是由于其复杂的几何形状,非均匀和非线性的材料特性以及与周围流体(水/空气)的复杂相互作用。为了理解推进器的灵活性及其流体动力/空气动力作用,我们提出了一种集成的高保真数值方法,用于对生物推进器的流-固相互作用进行建模。以鱼尾鳍为例,我们建立了一个高保真结构模型,该模型由一系列梁(用于鳍条射线)和由这些梁支撑的薄壳模型组成。通过有限元分析(FEA)通过比较FEA获得的变形和从高速视频重建的实际鳍运动学,可以反过来确定梁和壳体的抗弯刚度。然后,进行了完全耦合的流固耦合仿真,以验证FSI方法。结果表明,在我们的模拟中获得的尾鳍模型的弦向变形和翼展方向变形都与重建鳍片的一致。此外,FSI模型和重建模型在翅片表面上的推力和压力分布呈现出相同的趋势。并且两个模型中的唤醒拓扑是相同的。

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