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DESIGN OPTIMIZATION OF A COMPLIANT SPINE FOR DYNAMIC APPLICATIONS

机译:动态应用程序的兼容脊柱的设计优化

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Ornithopters or flapping wing Unmanned Aerial Vehicles (UAVs) have potential applications in civil and military sectors. Amongst the UAVs, ornithopters have a unique ability to fly in low Reynolds number regions and also have the agility and maneuverability of a rotary wing aircraft. In nature, birds achieve such special characteristics by morphing their wings. The compliant spine (CS) design concept presented here represents a novel method of achieving wing morphing passively. In this paper, an optimal design method is developed that incorporates dynamic finite element analysis. To solve the CS design problem a new multi-objective optimization problem is formulated with three objective functions. The first objective function seeks to minimize the mass of the compliant spine. The second objective function seeks to maximize the deflection of the compliant spine for a particular dynamic loading condition. Finally, the third objective function seeks to minimize the stress in the design observed under the dynamic loading conditions experienced during flight. The deflections and stresses in the CS design are based on measured wing loads and are calculated by applying a sinusoidal forcing function at a prescribed forcing frequency. The optimization, performed via a controlled elitist genetic algorithm which is a variant of NSGA-Ⅱ, is used to design CSs operating under dynamic conditions. Modal analysis and frequency response of an optimal compliant spine during the upstroke are also shown.
机译:鸟类直升机或扑翼无人飞行器(UAV)在民用和军事领域都有潜在的应用。在无人机中,鸟类直升机具有在低雷诺数区域飞行的独特能力,并且还具有旋翼飞机的敏捷性和机动性。在自然界中,鸟类通过使翅膀变形来实现这种特殊的特征。此处介绍的顺应性脊椎(CS)设计概念代表了一种被动实现机翼变形的新颖方法。本文提出了一种结合动态有限元分析的优化设计方法。为了解决CS设计问题,提出了具有三个目标函数的新的多目标优化问题。第一个目标功能旨在使顺应性脊柱的质量最小化。第二目标函数力图针对特定的动态载荷条件使顺应性脊柱的挠度最大化。最后,第三个目标函数试图使在飞行过程中遇到的动态载荷条件下所观察到的设计应力最小化。 CS设计中的挠曲和应力基于测得的机翼载荷,并通过以规定的强迫频率施加正弦强迫函数来计算。该优化是通过受控的精英遗传算法(是NSGA-Ⅱ的一种变体)执行的,用于设计在动态条件下运行的CS。还显示了上冲程期间最佳顺应性脊柱的模态分析和频率响应。

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