Unsteady aerodynamics of dragonfly using a simple wing–wing model from the perspective of a force decomposition

Insects perform their multitude of flight skills at frequencies of tens to hundreds of Hertz, and the aerodynamics of these skills are fundamentally unsteady. Intuitively, unsteadiness may come from unsteady wing motion, unsteady surface vorticity or vorticity being shed into the rear and front wake...

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Published inJournal of fluid mechanics Vol. 663; pp. 233 - 252
Main Authors HSIEH, CHENG-TA, KUNG, CHUN-FEI, CHANG, CHIEN C., CHU, CHIN-CHOU
Format Journal Article
LanguageEnglish
Published Cambridge, UK Cambridge University Press 25.11.2010
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Abstract Insects perform their multitude of flight skills at frequencies of tens to hundreds of Hertz, and the aerodynamics of these skills are fundamentally unsteady. Intuitively, unsteadiness may come from unsteady wing motion, unsteady surface vorticity or vorticity being shed into the rear and front wakes. In this study, we propose to investigate the aerodynamics of dragonfly using a simplified wing–wing model from the perspective of many-body force decomposition and the associated force elements. Insect flight usually operates at Reynolds numbers of the order of several hundreds, at which the surface vorticity is shown to play a substantial role. There are important cases where the added mass effect is non-negligible. Nevertheless, the major contribution to the forces comes from the vorticity within the flow. This study focused on the effects of mutual interactions due to phase differences between the fore- and hindwings in the translational as well as rotational motions. It is well known that the dynamic stall vortex is an important mechanism for an unsteady wing to gain lift. In analysing the life cycles of lift and thrust elements, we also associate some high lift and thrust with the mechanisms identified as ‘riding on’ lift elements, ‘driven by’ thrust elements and ‘sucked by’ thrust elements, by which a wing makes use of a shed or fused vortex below, in front of, and behind it, respectively. In addition, a shear layer attaching to each wing may also provide significant thrust elements.
AbstractList Insects perform their multitude of flight skills at frequencies of tens to hundreds of Hertz, and the aerodynamics of these skills are fundamentally unsteady. Intuitively, unsteadiness may come from unsteady wing motion, unsteady surface vorticity or vorticity being shed into the rear and front wakes. In this study, we propose to investigate the aerodynamics of dragonfly using a simplified wing-wing model from the perspective of many-body force decomposition and the associated force elements. Insect flight usually operates at Reynolds numbers of the order of several hundreds, at which the surface vorticity is shown to play a substantial role. There are important cases where the added mass effect is non-negligible. Nevertheless, the major contribution to the forces comes from the vorticity within the flow. This study focused on the effects of mutual interactions due to phase differences between the fore- and hindwings in the translational as well as rotational motions. It is well known that the dynamic stall vortex is an important mechanism for an unsteady wing to gain lift. In analysing the life cycles of lift and thrust elements, we also associate some high lift and thrust with the mechanisms identified as 'riding on' lift elements, 'driven by' thrust elements and 'sucked by' thrust elements, by which a wing makes use of a shed or fused vortex below, in front of, and behind it, respectively. In addition, a shear layer attaching to each wing may also provide significant thrust elements. [PUBLICATION ABSTRACT]
Insects perform their multitude of flight skills at frequencies of tens to hundreds of Hertz, and the aerodynamics of these skills are fundamentally unsteady. Intuitively, unsteadiness may come from unsteady wing motion, unsteady surface vorticity or vorticity being shed into the rear and front wakes. In this study, we propose to investigate the aerodynamics of dragonfly using a simplified wing–wing model from the perspective of many-body force decomposition and the associated force elements. Insect flight usually operates at Reynolds numbers of the order of several hundreds, at which the surface vorticity is shown to play a substantial role. There are important cases where the added mass effect is non-negligible. Nevertheless, the major contribution to the forces comes from the vorticity within the flow. This study focused on the effects of mutual interactions due to phase differences between the fore- and hindwings in the translational as well as rotational motions. It is well known that the dynamic stall vortex is an important mechanism for an unsteady wing to gain lift. In analysing the life cycles of lift and thrust elements, we also associate some high lift and thrust with the mechanisms identified as ‘riding on’ lift elements, ‘driven by’ thrust elements and ‘sucked by’ thrust elements, by which a wing makes use of a shed or fused vortex below, in front of, and behind it, respectively. In addition, a shear layer attaching to each wing may also provide significant thrust elements.
Author HSIEH, CHENG-TA
KUNG, CHUN-FEI
CHANG, CHIEN C.
CHU, CHIN-CHOU
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Keywords aerodynamics
swimming/flying
Wing
Insecta
Interaction
Flight
Libellulidae
Aerodynamics
Modeling
Lift
Wing beat
Arthropoda
Odonata
Invertebrata
Thrust
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– ident: S0022112010003484_ref16
  doi: 10.1017/S0022112073000017
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  doi: 10.2514/3.61273
– ident: S0022112010003484_ref19
  doi: 10.1017/S0022112079001774
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Snippet Insects perform their multitude of flight skills at frequencies of tens to hundreds of Hertz, and the aerodynamics of these skills are fundamentally unsteady....
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StartPage 233
SubjectTerms Aerodynamics
Aquatic insects
Biochemistry. Physiology. Immunology
Biological and medical sciences
Computational fluid dynamics
Decomposition
Fluid flow
Fundamental and applied biological sciences. Psychology
Insecta
Insects
Invertebrates
Lift
Physiology. Development
swimming/flying
Thrust
Unsteady
Vorticity
Wings (aircraft)
Title Unsteady aerodynamics of dragonfly using a simple wing–wing model from the perspective of a force decomposition
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Volume 663
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