Flowfield and force evolution for a symmetric hovering flat-plate wing
Flowfield and force evolution for a symmetric hovering flat-plate wing
The unsteady flow around a hovering flat-plate wing has been investigated experimentally using particle image velocimetry and direct force measurements. The measurements are conducted on a wing that rotates symmetrically about the stroke reversal at a reduced frequency of k=0.32 and Reynolds number of Re=220. The Lagrangian finite time Lyapunov exponent method is used to analyze the unsteady flowfields by identifying dynamically relevant flow features such as the primary leading-edge vortex, secondary vortices, and topological saddles as well as their evolution within a flapping cycle. The flow evolution is divided into four stages that are characterized by the leading-edge vortex: 1) emergence, 2) growth, 3) liftoff, and 4) breakdown and decay. The saddle-point trajectory helps in identifying the leading-edge vortex liftoff, which occurs at the maximum stroke velocity. The flowfields are correlated with the aerodynamic forces, revealing that the maximum lift and drag are observed just before leading-edge vortex liftoff. The end of wing rotation in the beginning of the stroke stimulates a change in the direction of the leading-edge vortex growth, and the start of rotation at the end of the stroke triggers the breakdown of the leading-edge vortex.
Krishna, Swathi
b8d18885-c9af-4d17-8ddf-cec91e1663c9
Green, Melissa
148550f6-2efd-4565-9b1c-e07d747a88bc
Mulleners, Karen
c54a880b-d538-4d54-9807-8a53422aa761
1 April 2018
Krishna, Swathi
b8d18885-c9af-4d17-8ddf-cec91e1663c9
Green, Melissa
148550f6-2efd-4565-9b1c-e07d747a88bc
Mulleners, Karen
c54a880b-d538-4d54-9807-8a53422aa761
Krishna, Swathi, Green, Melissa and Mulleners, Karen
(2018)
Flowfield and force evolution for a symmetric hovering flat-plate wing.
AIAA Journal, 56 (4).
(doi:10.2514/1.J056468).
Abstract
The unsteady flow around a hovering flat-plate wing has been investigated experimentally using particle image velocimetry and direct force measurements. The measurements are conducted on a wing that rotates symmetrically about the stroke reversal at a reduced frequency of k=0.32 and Reynolds number of Re=220. The Lagrangian finite time Lyapunov exponent method is used to analyze the unsteady flowfields by identifying dynamically relevant flow features such as the primary leading-edge vortex, secondary vortices, and topological saddles as well as their evolution within a flapping cycle. The flow evolution is divided into four stages that are characterized by the leading-edge vortex: 1) emergence, 2) growth, 3) liftoff, and 4) breakdown and decay. The saddle-point trajectory helps in identifying the leading-edge vortex liftoff, which occurs at the maximum stroke velocity. The flowfields are correlated with the aerodynamic forces, revealing that the maximum lift and drag are observed just before leading-edge vortex liftoff. The end of wing rotation in the beginning of the stroke stimulates a change in the direction of the leading-edge vortex growth, and the start of rotation at the end of the stroke triggers the breakdown of the leading-edge vortex.
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Accepted/In Press date: 6 December 2017
e-pub ahead of print date: 29 January 2018
Published date: 1 April 2018
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Local EPrints ID: 453535
URI: http://eprints.soton.ac.uk/id/eprint/453535
ISSN: 0001-1452
PURE UUID: c9db54bf-0d0a-4a60-b267-9e88e34ad79d
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Date deposited: 19 Jan 2022 17:39
Last modified: 17 Mar 2024 04:08
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Author:
Melissa Green
Author:
Karen Mulleners
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