Abstract
Differential infrared thermography (DIT) was investigated and applied for the detection of unsteady boundary layer transition locations on a pitching airfoil and on a rotating blade under cyclic pitch. DIT is based on image intensity differences between two successively recorded infrared images. The images were recorded with a high framing rate infrared camera. A pitching NACA0012 airfoil served as the first test object. The recorded images were used in order to investigate and to further improve evaluation strategies for periodically moving boundary layer transition lines. The measurement results are compared with the results of unsteady CFD simulations based on the DLR-TAU code. DIT was then used for the first time for the optical measurement of unsteady transition locations on helicopter rotor blade models under cyclic pitch and rotation. Image de-rotation for tracking the blade was employed using a rotating mirror to increase exposure time without causing motion blur. The paper describes the challenges that occurred during the recording and evaluation of the data in detail. However, the results were found to be encouraging to further improve the method toward the measurement of unsteady boundary layer transition lines on helicopter rotor models in forward flight.
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Abbreviations
- A, B:
-
Measurement images
- b :
-
Breadth (m)
- c :
-
Chord (m)
- c p :
-
Specific heat (J/K)
- f :
-
Frequency (Hz)
- f acq :
-
Camera acquisition frequency (Hz)
- f m :
-
Rotational mirror frequency (Hz)
- f r :
-
Rotor frequency (Hz)
- h :
-
Heat transfer coefficient (W/(m2K))
- k :
-
Reduced frequency (k = πfc/U ∞)
- k tip :
-
Reduced blade tip frequency (k tip = πf r c/U tip)
- M tip :
-
Blade tip Mach number
- N :
-
N-factor used for the eN method
- r :
-
Radial coordinate (m)
- R :
-
Blade tip radius (m)
- Re x :
-
Local Reynolds number
- Re tip :
-
Blade tip Reynolds number
- s :
-
Span (m)
- St :
-
Stanton number (St = h/(U ∞ ρc p))
- t :
-
Time (s)
- t exp :
-
Camera exposure time (s)
- T :
-
Period (s)
- T′ :
-
Temperature (°C)
- T′∞ :
-
Freestream temperature (°C)
- U ∞ :
-
Freestream velocity (m/s)
- U tip :
-
Blade tip speed (m/s)
- x :
-
Chord-wise coordinate (m)
- x tr :
-
Transition location (m)
- y+:
-
Normalized wall distance
- α :
-
Angle of attack (°)
- α A, α B :
-
Instantaneous angles of attack (°)
- α CFD :
-
Angle of attack in the CFD computation (°)
- α Exp :
-
Angle of attack in the experiment (°)
- α max :
-
Maximum angle of attack (°)
- α mean :
-
Mean angle of attack (°)
- α min :
-
Minimum angle of attack (°)
- ψ:
-
Rotor azimuth (°)
- Ω:
-
Angular velocity of the rotor (°/s)
- ρ:
-
Density (kg/m3)
- Δα :
-
Amplitude (°)
- ΔT′:
-
Temperature difference (K)
- Δt :
-
Time delay (s)
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Acknowledgments
The support of our colleagues A. D. Gardner, K. de Groot and M. Krebs is highly appreciated. Furthermore, the authors would like to thank J. Sarfels and M. Hayk for making up-to-date infrared cameras available.
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Raffel, M., Merz, C.B., Schwermer, T. et al. Differential infrared thermography for boundary layer transition detection on pitching rotor blade models. Exp Fluids 56, 30 (2015). https://doi.org/10.1007/s00348-015-1905-y
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DOI: https://doi.org/10.1007/s00348-015-1905-y