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A STUDY ON THE MECHANISM OF HIGH-LIFT GENERATION BY AN AIRFOIL IN UNSTEADY MOTION AT LOW REYNOLDS NUMBER 被引量:7

A STUDY ON THE MECHANISM OF HIGH-LIFT GENERATION BY AN AIRFOIL IN UNSTEADY MOTION AT LOW REYNOLDS NUMBER
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摘要 The aerodynamic force and flow structure of NACA 0012 airfoil performing an unsteady motion at low Reynolds number (Re = 100) are calculated by solving Navier-Stokes equations. The motion consists of three parts: the first translation, rotation and the second translation in the direction opposite to the first. The rotation and the second translation in this motion are expected to represent the rotation and translation of the wing-section of a hovering insect. The flow structure is used in combination with the theory of vorticity dynamics to explain the generation of unsteady aerodynamic force in the motion. During the rotation, due to the creation of strong vortices in short time, large aerodynamic force is produced and the force is almost normal to the airfoil chord. During the second translation, large lift coefficient can be maintained for certain time period and (C) over bar (L), the lift coefficient averaged over four chord lengths of travel, is larger than 2 (the corresponding steady-state lift coefficient is only 0.9). The large lift coefficient is due to two effects. The first is the delayed shedding of the stall vortex. The second is that the vortices created during the airfoil rotation and in the near wake left by previous translation form a short 'vortex street' in front of the airfoil and the 'vortex street' induces a 'wind'; against this 'wind' the airfoil translates, increasing its relative speed. The above results provide insights to the understanding of the mechanism of high-lift generation by a hovering insect. The aerodynamic force and flow structure of NACA 0012 airfoil performing an unsteady motion at low Reynolds number (Re = 100) are calculated by solving Navier-Stokes equations. The motion consists of three parts: the first translation, rotation and the second translation in the direction opposite to the first. The rotation and the second translation in this motion are expected to represent the rotation and translation of the wing-section of a hovering insect. The flow structure is used in combination with the theory of vorticity dynamics to explain the generation of unsteady aerodynamic force in the motion. During the rotation, due to the creation of strong vortices in short time, large aerodynamic force is produced and the force is almost normal to the airfoil chord. During the second translation, large lift coefficient can be maintained for certain time period and (C) over bar (L), the lift coefficient averaged over four chord lengths of travel, is larger than 2 (the corresponding steady-state lift coefficient is only 0.9). The large lift coefficient is due to two effects. The first is the delayed shedding of the stall vortex. The second is that the vortices created during the airfoil rotation and in the near wake left by previous translation form a short 'vortex street' in front of the airfoil and the 'vortex street' induces a 'wind'; against this 'wind' the airfoil translates, increasing its relative speed. The above results provide insights to the understanding of the mechanism of high-lift generation by a hovering insect.
作者 孙茂
出处 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2001年第2期97-114,共18页 力学学报(英文版)
基金 The project supported by the National Natural Science Foundation of China (19725210)
关键词 HIGH-LIFT AIRFOIL flapping motion low Reynolds number high-lift airfoil flapping motion low Reynolds number
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  • 1[1]Ellington, C. P.: The aerodynamics of hovering flight. Ⅲ. Kinematics. Phil. Trans. R. Soc. Lond., 305, 41-78 (1981).
  • 2[2]Dickinson, M. H. and Gotz, K. G.: The wake dynamics and flight forces of the fruit fly drosophila melanogaster. Journal of Experimental Biology, 199, 2085-2104(1996).
  • 3[3]Liu, H., Ellington, C. P., Kawachi, K., Van Den Berg, C. and Willmott, A. P.: A computational fluid dynamic study of hawkmoth hovering. Journal of Experimental 4 Biology, 201,461-477 (1998).
  • 4[4]Beam, R. M. and Warming, R. F.: An Implicit factored scheme for the compressible Navier-Stokes equations. AIAA Journal, 16, 393-402 (1978).
  • 5[5]Wu, J. C.: Theory for aerodynamic force and moment in viscous flows. AIAA Journal, 19, 432-441 (1981).

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