Abstract
The aerodynamic performance of high-lift blades was experimentally investigated at different Reynolds numbers ranging from 0.8×105 to 1.8×105. Upstream wakes, inherent in real aero-engines, were generated by moving bars operating at reduced frequencies (Fr) of 0.3 and 0.6. Measurements were carried out by pneumatic probes and static pressure taps on the blade surfaces. The results show that high-lift blades experience a significant rise in profile loss under steady conditions, which is mitigated by upstream wakes due to the suppressed separation bubble. The loading distributions relate the non-dimensional flow deceleration rate (DR) to the profile loss. It is found that the variation pattern depends on the flow state, which is classified into parabolic increase, linear increase, and concave parabolic variation. A single hot-wire probe was employed to measure the boundary layer at the trailing edge. The results are used to examine the modified loss model based on Denton’s method.
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Abbreviations
- C, C x :
-
Chord length, axial chord length
- C p :
-
Static pressure coefficient
- Cpb :
-
Base pressure loss coefficient
- Z w :
-
Zweifel coefficient
- t :
-
Cascade pitch
- x :
-
Cascade axial coordinate
- y :
-
Normal to the wall direction
- t* :
-
Non-dimensional pitch-wise distance
- h :
-
Span length
- t te :
-
Trailing edge thickness
- S c-a :
-
Non-dimensional cross-sectional area of the blades
- p o, p :
-
Total pressure, static pressure
- Δ p* :
-
Non-dimensinal total pressure loss
- p j :
-
Static pressure along the surface
- U c :
-
Movingbar speed
- U j :
-
Local freestream velocity along the surface
- U p :
-
Local freestream velocity at the loading peak
- U te :
-
Velocity near the trailing edge on the suction side
- u :
-
Velocity profile of boundary layer
- w :
-
Throat length
- S:
-
Surface length from the Leading edge
- So :
-
Surface length
- DR :
-
Non-dimensional flow deceleration rate
- DF :
-
Diffusion factor
- Re :
-
Reynolds number
- Fr :
-
Reduced frequency
- α 1 :
-
Inlet angle
- α 2 :
-
Outlet angle
- ω 1 :
-
Profile loss coefficient with no wakes
- ω b :
-
Total pressure loss coefficient of the moving bars
- ω 1b :
-
Profile loss coefficient with upstream wakes
- ζ :
-
Denton-type profile loss coefficient
- ζ 1 :
-
Modified denton-type profile loss coefficient
- λ :
-
Quotient for the missing data on the pressure side
- δ* :
-
Displacement thickness
- δ :
-
Nominal thickness
- θ, θ te :
-
Momentum thickness, momentum thickness at the trailing edge
- ν :
-
Kinematic viscosity
- ρ :
-
Density
- 1:
-
Cascade inlet conditions
- 2:
-
Cascade outlet conditions
- b :
-
Bar plane conditions
References
E. M. Curtis, H. P. Hodson, M. R. Banieghbal, J. D. Denton, R. J. Howell and N. W. Harvey, Development of blade profiles for low-pressure turbine applications, J. of Turbomachinery, 119 (3) (1997) 531–538.
R. J. Howell, O. N. Ramesh, H. P. Hodson, N. W. Harvey and V. Schulte, High lift and aft-loaded profiles for low-pressure turbines, J. of Turbomachinery, 123 (2) (2000) 181–188.
S. Brunner, L. Fottner and H.-P. Schiffer, Comparison of two highly loaded low pressure turbine cascades under the influence of wake-induced transition, Proc. of the ASME Turbo Expo, Munich, Germany (2000) 2000-GT-0268.
A. J. Howell, R. L. Dopko, H.-A. Passmore and K. Buro, Boundary layer development in the BR710 and BR715 LP turbines—the implementation of high-lift and ultra-high-lift concepts, J. of Turbomachinery, 124 (3) (2002) 385–392.
F. Haselbach, H.-P. Schiffer, M. Horsman, S. Dressen, N. Harvey and S. Read, The application of ultra high lift blading in the BR715 LP turbine, J. of Turbomachinery, 124 (1) (2001) 45–51.
O. Zweifel, Die frage der optimalen schaufelteilung bei beschaufelungen von turbomaschinen, insbesondere bei großer umlenkung in den schaufelreihen, Brown Boveri Mitteilungen, 32 (2) (1945) 436–444.
H. W. Emmons, The laminar-turbulent transition in a boundary layer-part I, J. of the Aeronautical Sciences, 18 (7) (1951) 490–498.
G. B. Schubauer and P. S. Klebanoff, Contributions on the Mechanics of Boundary-Layer Transition, Technical Note 3489, NACA (1955).
A. Mahallati, Aerodynamic of a low pressure turbine airfoil under steady and periodically unsteady conditions, Doctor of Philosophy, Carleton University, Canada (2003).
R. E. Mayle, The role of laminar-turbulent transition in gas turbine engines, J. of Turbomachinery, 113 (4) (1991) 509–536.
H. Hodson and R. Howell, The role of transition in high-lift low-pressure turbines for aeroengines, Progress in Aerospace Sciences, 41 (2005) 419–454.
H. P. Hodson and R. J. Howell, Bladerow interactions, transition, and high-lift aerofoils in low-pressure turbines, Annual Review of Fluid Mechanics, 37 (1) (2005) 71–98.
H. Hoheisel, R. Kiock, H. J. Lichtfuss and L. Fottner, Influence of free stream turbulence and blade pressure gradient on boundary layer and loss behaviour of turbine cascades, Proc. of the ASME 1986 International Gas Turbine Conference and Exhibit, Dusseldorf, West Germany (1986) 86-GT-234.
J. D. Coull, R. L. Thomas and H. P. Hodson, Velocity distributions for low pressure turbines, J. of Turbomachinery, 132 (4) (2010).
Popovic et al., Aerodynamics of a family of three highly loaded low-pressure turbine airfoils: measured effects of reynolds number and turbulence intensity in steady flow, Proc. of the ASME Turbo Expo, Barcelona, Spain (2006) 961–969.
T. J. Praisner, E. A. Grover, D. C. Knezevici, I. Popovic, S. A. Sjolander, J. P. Clark and R. Sondergaard, Toward the expansion of low-pressure-turbine airfoil design space, Journal of Turbomachinery, 135 (6) (2013).
X. F. Zhang and H. Hodson, Effects of reynolds number and freestream turbulence intensity on the unsteady boundary layer development on an ultra-high-lift low pressure turbine airfoil, J. of Turbomachinery, 132 (1) (2009).
J. D. Coull and H. P. Hodson, Predicting the profile loss of high-lift low pressure turbines, Journal of Turbomachinery, 134 (2) (2011).
Funazaki et al., Parametric studies on aerodynamic performance of various types of LP turbine airfoils for aero-engines under the influence periodic wakes and freestream turbulence, Proc. of the ASME Turbo Expo, Phoenix, Arizona, USA (2019) GT2019-90408.
J. D. Denton, The 1993 IGTI scholar lecture: loss mechanisms in turbomachines, Journal of Turbomachinery, 115 (4) (1993) 621–656.
Hart M. et al., Computational methods for the aerodynamic development of large steam turbines, IMechE Paper (1991) https://jglobal.jst.go.jp/en/detail?JGLOBAL_ID=200902086915688822.
JCGM, JCGM 100:2008 - Evaluation of Measurement Data - Guide to the Expression of Uncertainty in Measurement, International Organization for Standardization, Geneva (2008).
S. Sun, X. Wu, T. Tan and C. Zuo, Generation and development of klebanoff streaks in low-pressure turbine cascade under upstream wakes, Proc. of the ASME Turbo Expo 2020: Turbomachinery Technical Conference and Exposition (2020) V02BT33A020.
H. P. Horton, Laminar separation bubbles in two and three dimensional incompressible flow, Doctoral Thesis, University of London, London (1968)
D. Lee, S. Kawai, T. Nonomura, M. Anyoji, H. Aono, A. Oyama, K. Asai and K. Fujii, Mechanisms of surface pressure distribution within a laminar separation bubble at different reynolds numbers, Physics of Fluids, 27 (2) (2015) 023602.
M. Berrino, D. Simoni, M. Ubaldi, P. Zunino and F. Bertini, Aerodynamic loading distribution effects on off-design performance of highly loaded LP turbine cascades under steady and unsteady incoming flows, Proc. of the ASME Turbo Expo, Seoul, South Korea (2016) GT2016-57580.
F. Satta, D. Simoni, M. Ubaldi and P. Zunino, Boundary layer development on a high-lift LP turbine profile under passing-wakes conditions, Proc. of the ASME Turbo Expo, Orlando, Florida, USA (2009) 1753–1764.
W. Bin, The effect of upstream wake on aerodynamic performance of low pressure turbine blades, Master’s Thesis, Dalian University of Technology, China (2018).
Acknowledgments
The authors thank AECC COMMERCIAL AIRCRAFT ENGINE CO., LTD. for the project. Thanks are also due to the technical staff at the laboratory for their help with the experiments.
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Siyu Yang is a Ph.D. student in Energy and Power Engineering, Dalian University of Technology, Dalian, China. His research interests include linear cascade experiments, boundary layer separation, and wake-induced transition.
Baopeng Xu is a Professor of Energy and Power Engineering, Dalian University of Technology, Dalian, China. His interests include aerodynamics of turbomachinery, LES of a gas turbine combustion chamber and LES of fires.
Fu Tian is a Senior Engineer of the School of Energy and Power Engineering, Dalian University of Technology, Dalian, China. He is also the Director of the Wind Tunnel Laboratory. His interests include experiments of turbomachinery and experimental technology.
Bin Wang received his M.D. at the School of Energy and Power Engineering, Dalian University of Technology, Dalian, China. He is now working at AECC Commercial Aircraft Engine Co. Ltd. His interests include experiments of turbomachinery.
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Yang, S., Xu, B., Tian, F. et al. Aerodynamic performance of high-lift blades in low-pressure turbines with periodic upstream wakes. J Mech Sci Technol 37, 2425–2437 (2023). https://doi.org/10.1007/s12206-023-0419-4
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DOI: https://doi.org/10.1007/s12206-023-0419-4