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Experimental and Computational Modeling of the Kinematics and Aerodynamics of Flapping Wing

机译:拍击机翼的运动学和空气动力学的实验和计算模型

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摘要

High-speed videography is used in measuring the kinematic and deformation parameters of the flapping wing. Based on these data, a theoretical analysis of the underlying physics is performed using computational fluid dynamics simulations. The time varying of the pitching angle in the chordwise directions exhibits a significant second harmonic. Results suggest the mechanics of membrane deformations during a flapping cycle is analogous to the buckling of a bistable structure. Noticeably, with an increase in the freestream speed, the downstroke duration increases. The solution to the three-dimensional fluid dynamics problem is constructed using two-dimensional solutions obtained for several sections of the wing by the unproved discrete vortex method. The inertial component is dominant in the normal force coefficient, and hence, added mass is the main mechanism in aerodynamic force production for the studied problem. A normal component of the acceleration of the wing's trailing edge taken with a negative sign is introduced as a kinematic parameter that is essential in flapping-wing aerodynamics. The results show a satisfactory agreement in trends of the acceleration and force coefficients. From the analysis of kinematical changes, it follows that synchronization of acceleration and of the pitching angle is important for achieving maximum values of the vertical force coefficients.
机译:高速摄影用于测量襟翼的运动学和变形参数。基于这些数据,使用计算流体动力学模拟对基础物理进行理论分析。俯仰角在弦向方向上的时间变化表现出明显的二次谐波。结果表明在拍打周期中膜变形的力学类似于双稳态结构的屈曲。明显地,随着自由流速度的增加,下冲程持续时间增加。三维流体动力学问题的解决方案是使用未经验证的离散涡旋方法针对机翼几个部分获得的二维解决方案构建的。惯性分量在法向力系数中占主导地位,因此,对于所研究的问题,附加质量是产生空气动力的主要机理。引入带有负号的机翼后缘加速度的法线分量作为运动参数,这对于襟翼空气动力学是必不可少的。结果表明,加速度和力系数的趋势令人满意。从运动学变化的分析可以得出,加速度和俯仰角的同步对于获得垂直力系数的最大值很重要。

著录项

  • 来源
    《Journal of Aircraft 》 |2013年第6期| 1734-1747| 共14页
  • 作者单位

    University of Arizona, Tucson, Arizona 85721;

    University of Arizona, Tucson, Arizona 85721;

    National Academy of Sciences of Ukraine 03680 Kiev, Ukraine;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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