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DYNAMIC FORCES ACTING ON ELASTIC HEAVING AIRFOILS BASED ON THE BENDING STIFFNESS CONSIDERATIONS

机译:基于弯曲刚度考虑的动态力作用于弹性起伏翼型

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In recent years the flow field in the vicinity of moving airfoils capable of flexible elastic deformation has become a focus of attention, and its effects are beginning to be understood. Flow in the vicinity of an elastically deforming airfoil may be understood as a fluid-structure interaction (FSI) problem, and the motion and deformation of elastic airfoils, as well as the associated vortex flow phenomena in their vicinity, are complicated. Especially, the shape and hardness of the elastic regions of an airfoil may affect its rigidity and its bending characteristics and for this reason the influence of such airfoils on the flow fields around them require more detailed consideration. In this study, we fix the bending stiffness, which uniquely determines the nature of the elastic deformation of an elastic airfoil, and study the impact of changes in this quantity on the flow field, as well as the parameters that govern the fluid forces acting on the airfoil. In particular, our goal is to clarify the relationship between three key parameters, Strouhal number St, Reynolds number Re and bending stiffness K and is to elucidate the nature of the dynamic forces acting on an elastic airfoil as a function of these three dimensionless parameters. The bending stiffness K of the elastic airfoil is an important parameter that determines the bending characteristics and the moving boundary conditions at the wall surfaces in the fluid. By defining the new quantity St~2/K, we showed that the characteristic of dynamic forces depends on the ratio St~2/K.
机译:近年来,能够柔性弹性变形的移动翼型的流动场已经成为关注的焦点,并且开始理解其效果。在弹性变形翼型附近的流动可以被理解为流体 - 结构相互作用(FSI)问题,弹性翼型的运动和变形以及其附近的相关涡流现象是复杂的。特别地,翼型的弹性区域的形状和硬度可能影响其刚性及其弯曲特性,并且因此这种翼型在它们周围的流场上的影响需要更详细地考虑。在这项研究中,我们修复了弯曲刚度,该弯曲刚度,它唯一地确定弹性翼型的弹性变形的性质,并研究在流场上的这种量的变化的影响,以及控制作用的流体力的参数翼型。特别是,我们的目标是阐明三个关键参数,Strouhal号码ST,雷诺数Re和弯曲刚度K之间的关系,并且是阐明作用在弹性翼型上的动态力的性质作为这三个无量纲参数的函数。弹性翼型的弯曲刚度k是确定流体中壁表面处的弯曲特性和移动边界条件的重要参数。通过定义新的量ST〜2 / k,我们表明动态力的特性取决于比率ST〜2 / k。

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