Abstract
The present paper deals with the wake of a 2D body equipped with a drag reduction device. The device is a 3D trailing edge consisting of alternate segments of blunt base and spanwise cavity. The aerodynamic mechanisms acting on the near wake are studied in a water tunnel from schlieren observations by thermally marking large scale structures. The results show that the efficiency of the device is directly related to the presence of longitudinal vortices. An optimization of the shapes in subsonic compressible flow had led to a decrease of more than 40% of the total drag of the profile.
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Abbreviations
- Δt :
-
time interval between two successive exposures
- H :
-
base height
- L :
-
chord of the profile
- h :
-
test section width
- U :
-
upstream velocity
- v :
-
kinematic viscosity
- p s :
-
static pressure
- p :
-
upstream static pressure
- C p :
-
mean pressure coefficient defined by \(\frac{{2\left( {p_s - p_2 } \right)}}{{\gamma p_2 M_2^2 }}\)
- M :
-
upstream Mach number
- N :
-
fluctuating pressure frequency
- S :
-
Strouhal number
- Pr :
-
Prandtl number
- T :
-
temperature
- T w :
-
wall temperature
- T ∞ :
-
upstream temperature
- T a :
-
adiabatic wall temperature
- n :
-
refractive index
- a :
-
image source diameter at the knife edge
- f :
-
focal length
- c p :
-
specific heat
- \(\eta = y\sqrt {\frac{{U_1 }}{{v_1 x}}} \) :
-
reduced coordinate along the x-direction
- 1:
-
relative to the water tunnel
- 2:
-
relative to the wind tunnel
References
Bland, R. E.; Pellick, T. J. 1962: The schlieren method applied to flow visualization in water tunnel. J. Basic Eng. 84, 581–592
Dobbins, H. M; Peck, E. R. 1973: Change of refractive index of water as a function of temperature. J. Opt. Soc. Amer. 63, 318–320
Fiedler, H.; Nottmeyer, K.; Wegener, P. P.; Raghu, S. 1985: Schlieren photography of water flow. Exp. Fluids 3, 145–151
Gai, S. L.; Sharma, S. D. 1981: Experiments on the reduction of base drag of a blunt trailing edge aerofoil in subsonic flow. Aeronaut. J. 85, 206–210
Pollock, N. 1969: Some effects of base geometry on two dimensional base drag at subsonic and transonic speeds. Aerodynamics note 316. Australian Defence Scientific Service. Aeronautical Research Laboratories
Pollock, N. 1972: Segmented blunt trailing edges at subsonic and transonic speeds. Aerodynamics report 137 — Australian Defence Scientific Service. Aeronautical Research Laboratories
Schlichting, H. 1979: Boundary layer theory. New York: McGraw-Hill
Tanner, M. 1972: A method for reducing the base drag of wings with blunt trailing edge. Aeronaut. Quart. 23, 15–23
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Rodriguez, O. Base drag reduction by control of the three-dimensional unsteady vortical structures. Experiments in Fluids 11, 218–226 (1991). https://doi.org/10.1007/BF00192747
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DOI: https://doi.org/10.1007/BF00192747