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Fluid structures of flapping airfoil with elliptical motion trajectory

机译:椭圆运动轨迹拍打翼型的流体结构

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In the present study, the effect of elliptical motion trajectory on the aerodynamic characteristics and propulsive performance of a flapping airfoil is evaluated. A periodic horizontal motion (forward/backward) is combined with vertical motion (upward/downward) of the airfoil to introduce a new kinematic parameter, and of course, an elliptical motion trajectory for flapping airfoil. Similar kinematics is also observed in the flying of birds and swimming of the penguins or turtles. For this modeling, the Navier-Stokes equations are used to simulate the unsteady flow field over a two dimensional NACA0012 airfoil. The Navier-Stokes equations are discretized based on the finite volume method and are solved with a pressure-based algorithm. The flow is assumed to be laminar and incompressible and transient terms are conducted using a second order Euler implicit scheme. It is shown that the combination of horizontal and vertical motions for the flapping airfoil changes the kinematics, motion trajectory and hence the effective angle of attack profile during the flapping cycle. The elliptical motion trajectory will also influence on the fluid structures and change the vortex shedding pattern and wake zone behind the airfoil. Additionally, the introduced kinematics may influence significantly on the aerodynamics and propulsive performance of either pure plunging or pitching/plunging airfoil. (C) 2014 Elsevier Ltd. All rights reserved.
机译:在本研究中,评估了椭圆运动轨迹对拍打翼型的气动特性和推进性能的影响。周期性的水平运动(向前/向后)与机翼的垂直运动(向上/向下)相结合,以引入新的运动学参数,当然还包括用于拍打翼型的椭圆运动轨迹。在鸟类的飞行以及企鹅或海龟的游泳中也观察到类似的运动学。对于此建模,Navier-Stokes方程用于模拟二维NACA0012机翼上的非恒定流场。 Navier-Stokes方程基于有限体积法离散化,并使用基于压力的算法求解。假定该流为层流且不可压缩,并且使用二阶Euler隐式方案进行了瞬态项。结果表明,拍打翼型的水平和垂直运动的组合改变了拍打周期中的运动学,运动轨迹,从而改变了有效的攻角分布。椭圆运动轨迹也会影响流体结构,并改变涡流的脱落模式和翼型后面的尾流区。另外,所引入的运动学可能会显着地影响纯俯冲或俯仰/俯冲翼型的空气动力学和推进性能。 (C)2014 Elsevier Ltd.保留所有权利。

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