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A Novel Analytical Wake Capture Model for Hovering Insect Flight

机译:悬停昆虫飞行的新型分析唤醒捕获模型

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Flapping wings undergoing a reciprocating motion may encounter or ‘capture’ the wake fromprevious half-stroke, leading to local changes in the instantaneous aerodynamic force on thewing at the start of each half-stroke. Forces due to wake capture depend on estimation of theaerodynamic response of the wing to the combined wing motion due to the flapping kinematicsand the local velocity field in the wake. We develop here a simple approach to integratingprediction of wake capture effects into existing analytical models for insect flapping flight. Thelocal wake flow field is modelled as an additional induced velocity component normal to thestroke plane of the flapping motion that is blended/switched in at the start of each half-stroke.Existing experimental/numerical evidence suggests that wake capture effects are limited to thefirst 20% of each half-stroke. The magnitude of the induced angle of attack due to local wakeinduced velocity is a variable that must be determined empirically, however it appearsreasonable a priori that it is bounded between ± , where is the induced angle of attackdue to globally induced wake velocity at the flapping stroke plane. Comparison of modelresults against experimental data in the literature shows that the proposed model is able tosuccessfully predict the form of changes in lift and drag due wake capture for a number ofdifferent wing kinematic test cases. Whilst there is some uncertainty due to empiricalestimation of the local induced angle of attack, the subsequent effect of changes in kinematicsis analytically exact. Sensitivity analysis shows that the form of the flapping angle time historyhas a significant effect on the magnitude of wake capture forces. Triangular flapping profilesthat retain high translational velocity right up to stroke reversal evoke a much larger effectfrom wake capture compared to sinusoidal. This result is significant because whilst triangularflapping profiles can be generated in the laboratory, the very high accelerations required incurhigh mechanical cost that prevents practical adoption in nature or engineered flapping flightvehicles.
机译:拍打翅膀正在接受往复运动可能会遇到或“捕获”唤醒以前的半冲程,导致瞬间空气动力的局部变化翼在每个半行程开始时。由于唤醒捕获导致的力取决于估计由于拍打运动学,机翼对组合翼运动的空气动力学响应尾迹中的局部速度场。我们在这里发展了一种简单的途径来集成昆虫扑扑飞行现有分析模型的唤醒捕捞效应预测。这局部唤醒流场被建模为正常的诱导速度分量在每个半行程开始时混合/切换的拍打运动的行程平面。现有的实验/数值证据表明唤醒捕获效应仅限于每半中风的前20%。由于当地唤醒,诱导攻角的幅度诱导的速度是必须经验确定的变量,但它出现合理的优先考虑它在±之间,诱导的攻角在哪里由于全局诱导拍打行程平面的唤醒速度。模型的比较结果对文献中的实验数据表明,所提出的模型能够成功预测升力的变化的形式,并为许多人拖累唤醒捕获不同的翼运动试验箱。虽然由于经验而存在一些不确定性估计局部诱导的攻角,随后对运动学变化的影响分析精确。敏感性分析表明拍打角度历史的形式对唤醒捕获力的大小有显着影响。三角形拍打配置文件保持高转化速度直到冲程逆转唤起更大的效果与SureSoidal相比唤醒捕获。这个结果很大,因为三角形可以在实验室生成拍打轮廓,所需的非常高的加速度高机械成本,防止实际采用自然或工程拍打飞行车辆。

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