Volume 31 Issue 9
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LI Hong-yang, ZHENG Yun, LIU Da-xiang. Numerical simulation method of roughness induced transition[J]. Journal of Aerospace Power, 2016, 31(9): 2251-2257. doi: 10.13224/j.cnki.jasp.2016.09.026
Citation: LI Hong-yang, ZHENG Yun, LIU Da-xiang. Numerical simulation method of roughness induced transition[J]. Journal of Aerospace Power, 2016, 31(9): 2251-2257. doi: 10.13224/j.cnki.jasp.2016.09.026

Numerical simulation method of roughness induced transition

doi: 10.13224/j.cnki.jasp.2016.09.026
  • Received Date: 2014-12-23
  • Publish Date: 2016-09-28
  • For the purpose of simulating roughness induced transition, the boundary conditions of turbulent dissipation rate and eddy viscosity for rough surface were added to Langtry's γ-Reθ transition model; furthermore, equivalent sand surface roughness height was introduced to rewrite the correlation equations of the transition momentum thickness Reynolds number, making it appropriate for roughness-induced transition. Numerical simulation was made by referring to the wind tunnel data of several rough flat plate experiments and variable-pressure-gradient plate experiment, in which the results were satisfactory. Main conclusions are made as follows:surface roughness will enhance the heat transfer, increase the skin friction coefficient and shift the transition position upstream in general compared with smooth cases; effects for natural transition is significant, as surface roughness of 0.15 mm could shift the transition position upstream about 40%; while affect for separating induced transition is weaker; with the increase of surface roughness, transition position and separating bubble position are shifted backwards a little, the strength of separating bubble becomes weaker while the friction coefficient increases.

     

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  • [1]
    Walker G J.The role of laminar-turbulent transition in gas turbine engines:a discussion[J].Journal of Turbomachinery,1993,115(2):207-216.
    [2]
    Lorenz M,Schulz A,Bauer H J.Predicting rough wall heat transfer and skin friction in transitional boundary layers:a new correlation for bypass transition onset[J].Journal of Turbomachinery,2013,135(4):819-832.
    [3]
    Langtry R B,Menter F R.Correlation-based transition modeling for unstructured parallelized computational fluid dynamics codes[J].AIAA Journal,2009,47(12):2894-2906.
    [4]
    Abu-Ghannam B J,Shaw R.Natural transition of boundary layers:the effects of turbulence,pressure gradient,and flow history[J].Journal of Mechanical Engineering Science,1980,22(5):213-228.
    [5]
    Roberts S K,Yaras M I.Boundary-layer transition over rough surfaces with elevated free-stream turbulence[R].ASME Paper GT2004-53668,2004.
    [6]
    李本威,李冬,沈伟,等.涡轮叶片粗糙度对其性能衰退的影响研究[J].航空计算技术,2009,39(5):26-29. LI Benwei,LI Dong,SHEN Wei,et al.Research on turbine lamina roughness influence on its performance declination[J].Aeronautical Computing Technique,2009,39(5):26-29.(in Chinese)
    [7]
    Bogard D G,Schmidt D L,Tabbita M.Characterization and laboratory simulation of turbine airfoil surface roughness and associated heat transfer[J].Journal of Turbomachinery,1998,120(2):337-342.
    [8]
    Bons J P,Taylor R P,McClain S T,et al.The many faces of turbine surface roughness[J].Journal of Turbomachinery,2001,123(4):739-748.
    [9]
    Turner A B,Tarada F H A,Bayley F J.Effects of surface roughness on heat transfer to gas turbine blades[R].AGARD-CP-390,1985.
    [10]
    Boyle R J.Infrared low temperature turbine vane rough surface heat transfer measurements[J].Journal of Turbomachinery,2001,123(1):168-177.
    [11]
    Boyle R J,Stripf M.Simplified approach to predicting rough surface transition[J].Journal of Turbomachinery,2009,131(4):1345-1357.
    [12]
    Stripf M,Schulz A,Bauer H J.Surface roughness and secondary flow effects on external heat transfer of a HP turbine vane[J].ISABE 2005-1116,2005.
    [13]
    Stripf M,Schulz A,Bauer H J.Modeling of rough-wall boundary transition and heat transfer on turbine airfoils[J].Journal of Turbomachinery,2008,130(2):1139-1151.
    [14]
    Suzen Y B,Huang P G.An intermittency transport equation for modeling flow transition[R].AIAA-2000-0287,2000.
    [15]
    Walters D K,Leylek J H.A new model for boundary-layer transition using a single-point RANS approach[J].Journal of Turbomachinery,2004,126(1):193-202.
    [16]
    符松,王亮.基于雷诺平均方法的高超音速边界层转捩模拟[J].中国科学:G辑,2009,39(4):617-626. FU Song,WANG Liang.Simulation of hypersonic boundary-layer transition based on Reynolds-average method[J].Science in China:G Mathematics,2009,39(4):617-626.(in Chinese)
    [17]
    Langtry R B,Menter F R.Correlation-based transition modeling for unstructured parallelized computational fluid dynamics codes[J].AIAA Journal,2004,47(12):2894-2906.
    [18]
    Yoshiara T,Sasaki D,Nakahashi K.Conjugate heat transfer simulation of cooled turbine blades using unstructured-mesh CFD solver[R].AIAA-2011-498,2011.
    [19]
    Khayatzadeh P,Nadarajah S.Laminar-turbulent flow simulation for wind turbine profiles using the γ-Reθ transition model[J].Journal of Wind Energy,2014,17(6):901-918.
    [20]
    郑赟,李虹杨,刘大响.γ-Reθ转捩模型在高超声速下的应用及分析[J].推进技术,2014,35(3):296-304. ZHENG Yun,LI Hongyang,LIU Daxiang.Application and analysis of γ-Reθ transition model in hypersonic flow[J].Journal of Propulsion Technology,2014,35(3):296-304.(in Chinese)
    [21]
    ZHANG Xiaodong,GAO Zhenghong.A numecal research on a compressibility-correlated langtry's transition model for double wedge boundary layer flows[J].Chinese Journal of Aeronautics,2011,24(3):249-257.
    [22]
    Stripf M,Schulz A,Bauer H J,et al.Extended models for transitional rough wall boundary layers with heat transfer:Part Ⅰ model formulations[R].ASME Paper GT2008-50494,2008.
    [23]
    Stripf M,Schulz A,Bauer H J,et al.Extended models for transitional rough wall boundary layers with heat transfer:Part Ⅱ model validation and benchmarking[R].ASME Paper GT2008-50495,2008.
    [24]
    Taylor R P,Coleman H W,Hodge B K.A discrete element prediction approach for turbulent flow over rough surfaces[R].Mississipp Sate University Report TFD-84-1,1984.
    [25]
    Taylor R P,Coleman H W,Hodge B K.Prediction of turbulent rough-wall skin friction using a discrete element approach[J].Journal of Fluids Engineering,1985,107(2):251-257.
    [26]
    Boyle R J,Stripf M.Simplified approach to predicting rough surface transition[J].Journal of Turbomachinery,2009,131(4):819-832.
    [27]
    Lorenz M,Schulz A,Bauer H J.Predicting rough wall heat transfer and skin friction in transitional boundary layers:a new correlation for bypass transition onset[J].Journal of Turbomachinery,2012,135(4):819-832.
    [28]
    XIAO Zhixiang,ZHANG Minghua,FU Song.Studies of roughness-induced transition using three-equation k-ω-γ transition/turbulence model[R].AIAA-2013-3111,2013.
    [29]
    Hellsten A,Seppo L.Extension of the k-ω SST turbulence model for flows over rough surfaces[J].AIAA 97-3577,1997.
    [30]
    Menter F R,Langtry R,V lker S.Transition modelling for general purpose CFD codes[J].Flow Turbulence and Combustion,2006,77(1/2/3/4):277-303.
    [31]
    Langtry R B.A correlation-based transition model using local variables for unstructured parallelized CFD codes.[D].Stuttgart,Germany:University of Stuttgart,2006.
    [32]
    陈懋章.粘性流体动力学基础[M].北京:高等教育出版社,2002.
    [33]
    郑赟.基于非结构网格的气动弹性数值方法研究[J].航空动力学报,2009,24(9):2069-2077. ZHENG Yun.Computational aero-elasticity with an unstructured grid method[J].Journal of Aerospace Power,2009,24(9):2069-2077.(in Chinese)
    [34]
    肖大启,郑赟,杨慧.轴向间距对转子叶片气动激励的影响[J].航空动力学报,2012,27(10):2307-2313. XIAO Daqi,ZHENG Yun,YANG Hui.Effect of axial spacing on aerodynamic excitation of rotor blade[J].Journal of Aerospace Power,2012,27(10):2307-2313.(in Chinese)
    [35]
    Wang T,Matthew C R.Effect of elevated free-stream turbulence on transitional flow heat transfer over dual-scaled rough surfaces[J].Journal of Heat Transfer,2005,127(4):393-403.
    [36]
    Pinson M W,Wang T.Effect of two-scale roughness on boundary layer transition over a heated flat plate:Part Ⅱ boundary layer structure[J].Journal of Turbomachinery,2000,122(2):308-316.
    [37]
    LOU Weiliang,Jean H.Separation bubbles under steady and periodic-unsteady main flow conditions[J].Journal of Turbomachinery,2000,22(4):634-643.
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