Propulsive Performance of Plunging Airfoils in Biplane Configuration

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2022

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American Institute of Physics Inc.

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Yes

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Abstract

Biplane configuration of pure plunging airfoils is investigated in terms of vortex dynamics both experimentally and numerically by utilizing particle image velocimetry and unstructured finite volume solver of incompressible unsteady Navier-Stokes equations. Experiments are carried out to disclose the vortex shedding and interaction mechanisms for various values of frequency and amplitude of the plunging motion. For the non-dimensional plunge amplitude with respect to the chord of airfoil h = 0.2, the effect of the reduced circular frequency based on chord length and the free stream velocity k = 1 and 10 are considered, whereas for h = 0.3, k = 2, 4, 8, and 10 cases are examined. Influence of the plunge amplitude is studied for h = 0.25 at k = 2.5 and for h = 0.0875, 0.15, and 0.3 at k = 4. Numerical simulations are performed to investigate the effect of phase difference on vortex structures and propulsive characteristics, such as thrust and Froude efficiency. Two cases having the highest thrust and efficiency values k = 2.5, h = 0.25, and k = 4, h = 0.15 value couples are selected for the phase angle of φ = 0 °, φ = 90 °, φ = 180 °, and φ = 270 °. Opposed plunge, φ = 180 °, was found as the most efficient amongst all phase angles that were investigated, where φ = 90 ° is beneficial in lift production. Additionally, three-dimensional simulations indicate no significant three dimensionalities for the parameters used herein.

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Keywords

Shedding mechanisms, Navier stokes equations, Φ = 90°, Finite-volume, Propulsive performance, Interaction mechanisms, Vortex flow, Vortex dynamics, Vortex-shedding, Plunging airfoil, Velocity measurement, Phase angles, Efficiency, Vortex interactions

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0103 physical sciences, 01 natural sciences

Citation

Yucel, S. B., Sahin, M., & Unal, M. F. (01 March 2022). Propulsive performance of plunging airfoils in biplane configuration. Physics of Fluids, 34(3). https://doi.org.//10.1063/5.0083040

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Physics of Fluids

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34

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3

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347

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56

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