Time-course force measurement and time-resolved PIV studies were conducted in order to investigate unsteady aerodynamic characteristics. A dynamically scaled-up robotic wing model was operated underwater within the Reynolds number range of 7.4×10 – similar to a hovering hawkmoth. In the stroke section, the tendencies of each CL were substantially obeyed to the translational velocity profiles. This indicated the appositeness of the quasisteady estimation in the stroke phase. Also, the CL traces in the rotational phase showed that the wing-wake interaction was a localized phenomenon that appeared in a temporally and spatially narrow section right after the stroke reversal. It was found that the wing-wake interaction was impacted by the rotational profiles, i.e. the level of the rotational velocity rather than the change of the translational profiles. The PIV results demonstrated that the vortical structures near the stroke reversal, which were clearly described the LEV of the previous stroke, the TEVs due to the wing rotation, and the LEV of the next stroke. Timeline vorticity distributions showed that the TEV1 was generated by the impulsive start of the wing rotation. Such structures pointed out that the characteristics of the wing-wake interaction were not associated with the LEV of the next stroke, but substantially related with the TEV2.
[1]
M. Dickinson,et al.
The aerodynamic effects of wing rotation and a revised quasi-steady model of flapping flight.
,
2002,
The Journal of experimental biology.
[2]
Adrian L. R. Thomas,et al.
Leading-edge vortices in insect flight
,
1996,
Nature.
[3]
M. Dickinson,et al.
Wing rotation and the aerodynamic basis of insect flight.
,
1999,
Science.
[4]
M. Dickinson,et al.
The influence of wing–wake interactions on the production of aerodynamic forces in flapping flight
,
2003,
Journal of Experimental Biology.
[5]
J. Usherwood,et al.
The aerodynamics of revolving wings I. Model hawkmoth wings.
,
2002,
The Journal of experimental biology.
[6]
Mao Sun,et al.
Unsteady aerodynamic force generation by a model fruit fly wing in flapping motion.
,
2002,
The Journal of experimental biology.
[7]
M. Dickinson,et al.
Biofluiddynamic scaling of flapping, spinning and translating fins and wings
,
2009,
Journal of Experimental Biology.
[8]
Junseong Lee,et al.
Passive Longitudinal Stability in Ornithopter Flight
,
2012
.