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首页> 外文期刊>Journal of Biomechanical Science and Engineering >A Numerical Analysis of Dynamic Flight Stability of Hawkmoth Hovering
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A Numerical Analysis of Dynamic Flight Stability of Hawkmoth Hovering

机译:鹰蛾盘旋动态飞行稳定性的数值分析

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References(10) Cited-By(10) A numerical analysis of dynamic flight stability of a hovering hawkmoth is presented. A computational fluid dynamic (CFD) method is used to simulate the unsteady flow about a realistic hawkmoth model and to compute the aerodynamic derivatives of the aerodynamic forces and pitching moment in response with a series of small disturbances. With these parameters, the techniques of eigenvalue and eigenvector analysis is employed to investigate dynamic flight stability of the hawkmoth hovering. In the longitudinal disturbance motion, three natural modes are identified of a stable oscillatory mode, a stable fast subsidence mode and a stable slow subsidence mode, which indicate that the hawkmoth hovering flight is stable. In short, a hovering hawkmoth, if the body motion is dynamically stable and hence the disturbance dies out fast, might not need to make any adjustment with wing motions and could return to the equilibrium state ‘automatically’.
机译:参考文献(10)引用了(10)提出了一种悬停的鹰蛾的动态飞行稳定性的数值分析。计算流体动力学(CFD)方法用于模拟围绕现实鹰蛾模型的非恒定流,并响应一系列小扰动来计算气动力和俯仰力矩的气动导数。在这些参数的基础上,采用特征值和特征向量分析技术研究了鹰蛾盘旋的动态飞行稳定性。在纵向扰动运动中,确定了三种自然模式:稳定的振荡模式,稳定的快速沉降模式和稳定的慢沉降模式,这表明鹰蛾盘旋飞行是稳定的。简而言之,盘旋的鹰蛾如果身体运动是动态稳定的,因此干扰很快消失,则可能不需要对机翼运动进行任何调整,就可以“自动”回到平衡状态。

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