气冷涡轮叶栅实验及数值模拟研究
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摘要
在提高压气机压比的同时,提升涡轮前温度是改善航空燃气涡轮发动机性能(推重比、耗油率)的有效措施。随着涡轮前温度的不断提高,必须采用气膜冷却等手段来保证其安全工作,而气膜冷却所带来的冷气掺混将直接影响涡轮叶栅流场结构和气动性能。针对目前国内对考虑冷气喷射作用下,叶栅内部流场结构和气动损失研究尚不够深入、气冷涡轮设计基础数据缺乏的现状,本文采用涡轮平面叶栅实验和计算流体动力学(CFD)数值模拟方法,细致地研究了冷气喷射对叶栅流场特征和气动性能的影响。
     在平面叶栅装置中,采用低堵塞的五孔压力探针和附面层探针,分别对前缘、吸力面、压力面气膜孔以及尾缘劈缝的冷气喷射状态下,叶栅内部流场结构进行了详细的测量。研究了冷气喷射位置、角度和流量对叶栅流场和气动性能的影响;细致分析了叶栅尾迹、涡轮叶片表面附面层内的速度分布;探究了能量损失系数、总压损失系数随冷气喷射位置和流量等参数的变化规律。
     研究结果表明:冷气在主流方向的分速度量改变了附面层流动速度剖面的形状;当冷气量较大时,压力面和吸力面上的小角度(小于30o)冷气喷射可以降低叶栅流动损失;冷气喷射角度大于60o后,不同冷气量下,压力面和吸力面的冷气喷射均增加了叶栅流动损失;前缘气膜孔的冷气喷射总是增大了叶栅流动损失;而叶栅流动损失随尾缘冷气喷射的变化并非单调,呈现出复杂的规律。
     同时利用CFD技术,数值模拟了考虑气膜孔冷气喷射情况下的叶栅三维流场,分析了叶栅通道内部的细节流场结构。计算中采用SST(Shear-Stress-Transport)湍流模型,将叶片气膜孔出口做为冷气喷射边界,给定冷气的流量、总温和气流喷射角,冷气的总压和静压则是通过与主流场的耦合迭代计算。研究中发现由于冷气喷射中垂直于主流速度分量的存在,在主流流场中产生一对马蹄涡结构。将一部分主流气流卷入到附面层之中,改变了附面层流动结构。在计算和实验结果比对的基础上,本文对某高负荷高压涡轮导向器扇形叶栅进行了真实工作状态下,叶栅内部流动和损失的数值计算,进一步分析了冷气喷射位置、角度和流量对扇形叶栅流场结构和气动性能的影响。
     利用Schobeiri模型对尾缘劈缝冷却叶栅流动损失进行了计算,并同实验结果进行了对比,发现该模型预测结果与实验测量结果有明显的差别。
     综合本文的实验和计算工作显示,通过主流场与冷气射流流场耦合的全三维粘性计算获得的结果与实验结果吻合良好;采用以平面叶栅冷气喷射实验数据为基础,结合主流场与冷气射流流场全三维耦合计算的方法,可很好地研究各种冷气喷射方式对叶栅流场和气动性能的影响。
The performance of aero engine (thrust-to-weight ratio, specific fuel consumption) can be improved by increasing the turbine inlet temperature and the compressor pressure ratio. The turbine inlet temperature is now higher than the melting point of turbine material, cooling techniques such as film cooling must be applied to ensure the safety of turbine blade. At the same time, the characteristics of the flow and the aerodynamic performance of turbine cascade are affected greatly by the coolant ejected into turbine cascade from film holes. But there are only a few fundamental researches on this phenomenon in China. In this thesis, experiments and numerical simulations were carried out to investigate the effects of coolant injection on turbine cascade flow fields and the influences on aerodynamic performances.
     In a plane cascade, five holes pressure probe and boundary layer pressure probe were applied to obtained the detailed characteristics of the flow field when the cool-ant ejected from the film holes at leading edge, suction side and pressure side of tur-bine blade respectively. The velocity profile in boundary layer of blade and trailing flow are measured to study the effect of the coolant ejected positions, angles and mass flow rate. Then the rules of total pressure loss coefficient and energy loss coef-ficient varying with the coolant ejected positions, angles and flow rate were con-cluded.
     Experimental results show that the velocity profile in boundary layer of blade was changed because of the coolant component velocity in main flow direction. While the flow rate of coolant was larger, the flow loss was decreased when the coolant was ejected in smaller angle (smaller than 30°) from pressure and suction side. The flow loss was increased if coolant was ejected in large angle (larger than 60°) in all flow rate cases. When the coolant was ejected from the film holes in leading edge, the flow loss was always increased in all experimental cases. However, the rule of flow loss varying with the coolant ejected from trailing edge was very complicated.
     Numerical simulations were carried out additionally to investigate the detailed characteristics of internal flow in the turbine cascade. Shear-Stress-Transport model was used as the turbulence model and the outlet of film hole was set as the coolant inlet boundary in simulations. Mass flow rate, total temperature and ejection direction of coolant were defined in the coolant inlet boundary. Total pressure and static pres-sure of coolant were achieved in the coupled calculations with main flow.
     Horseshoe vortex induced by the component velocity in the vertical direction of main stream was found in numerical simulations and some part of main stream were transported into boundary layer according to this Horseshoe vortex. Annular turbine cascade was simulated furthermore based on the comparison among experimental and numerical results about the plane turbine cascade.
     Finally the flow loss according to the coolant ejected from trailing edge was calcu-lated using the Schobeiri model. Significant difference was appeared when comparing this result with experimental result.
     All the results demonstrate that numerical results gotten by three-dimensional cou-pled calculations agree with experimental results well. The affects of coolant ejection on the flow fields and aerodynamic performances of turbine cascade can be studied very well by the method applied in this study, which analyzes the experimental results achieved in plane turbine cascade together with the three-dimensional coupled nu-merical simulations.
引文
[1]刘大响,金捷,回顾航空百年,展望动力发展,中国航空学会航空百年学术论坛,北京,2003.10。
    [2]方昌德,军用涡喷/涡扇发动机和通用推进技术,北京,国防工业出版社,1994。
    [3]方昌德,瞄准前沿技术领先世界水平——谈美国航空推进系统的关键技术,国际航空,2002(5):25~27。
    [4] Koop,W., The Integrated High Performance Turbine Engine Technology Pro-gram,ISABE 97/7175,1997.
    [5] Peter,J.St., The History of Aircraft Gas Turbine Engine Development in the United States-A Tradition of Excellence, ASME The Interntional Gas Turbine Institute,US,1999.
    [6]陈懋章,叶轮机气动力学研究及其发展趋势,中国航空学会航空百年学术论坛,北京,2003.10。
    [7] Sautner,M., Clouser,S., Han,J.C., Determination of Surface Heat Transfer and Film Cooling Effectiveness in Unsteady Wake Flow Conditions, AGARD Conference Proceedings 527,1992,(6):1~12.
    [8] Han,J.C., Dutta,S., Ekkad,S., Gas Turbine Heat Transfer and Cooling Technology,London:Taylor & Francis,2000.
    [9] Cliford,R.J., Rotating Heat Transfer Investigation on a Multipassge Cooling Geometry, AGARD CP 390,1985.
    [10] Lakshminarayana,B., Turbine Cooling and Heat Transfer in Fluid Dynamics and Heat Transfer of Turbomachinery, New York, John Wiley, 1996,Chap 7,597~721.
    [11]曹玉璋主编,航空发动机传热学,北京航空航天大学出版社,2005年。
    [12]林宏镇,汪火光,蒋章焰编著,高性能航空发动机传热技术,国防工业出版社,2005年。
    [13] Denton,J.D., Loss Mechanisms in Turbomachinery, ASME 93-GT-435, 1993.
    [14] Walters,D.K, Leylek,J.H., Impact of Film-Cooling Jets on Turbine Aerodynamic Losses, ASME Journal of Turbomachinery,2000,122(7):537~545.
    [15] Jackson,D.J., Lee,K.L., Ligrani,P.M.,et al., Transonic Aerodynamic Losses Due to Turbine Airfoil Suction Surface Film Cooling,ASME Journal of Tur-bomachinery, 2000,122(4):317~326.
    [16] Peterson,S., Structural Features of Jets in Cross Flow for Film Cooling Applications,41st AIAA Aerospace Sciences Meeting & Exhibit, American Institute of Aeronautics and Astronautics, Inc, 2003.
    [17] Lin,Y-L., Shih,T.I-P., Film Cooling Over Flat,Convex,and Concave Surface 37th AIAA Aerospace Sciences Meeting & Exhibit,American Institute of Aeronautics and Astronautics, Inc, 1999.
    [18] Hoda,A., Acharya,S.,Prediction of a Film Coolant Jet In Crossflow with Different Turbulence Models,ASME Journal of Turbomachinery, 2000,122(3):558~738.
    [19] Sajben,M., Al-Sayeh,A.L., DiMicco, R.G., Development of a Large Scale Transonic Turbine Blade Cascade Facility for Aerodynamic Studies of Merging Coolant Mainstream Flows, AIAA 98-0974, presented at the 36th Aerospace Sciences Meeting and Exhibit, Reno, NV, January 12-15,1998.
    [20] Walters,D.K., Leylek,J.H., A Systematic Computational Methodology Applied to a Three-Dimensional Film Cooling Flow Field, ASME Journal of Turbo-machinery, 1997,119(10):777~785.
    [21] Wilfert,G., Fottner,L., The Aerodynamic Mixing Effect of Discrete Cooling Jets with Mainstream Flow on a Highly Loaded Turbine Blade, ASME Journal of Turbomachinery,1996,118(7).
    [22] Qiao, W.Y.,Yi, J.B.,Xu, K.F.,et al., Secondary Flow Control on Blades of Turbine Using Fluid Injection,AIAA 2006-4452,42nd AIAA/ASME/SAE /ASEE Joint Propulsion Conference & Exhibit,July 2006.
    [23] Ainley,D.G.,The Performance of Axial Flow Turbines, Proc. Institution of Mechanical Engineerings,1948,159:230~237.
    [24] Ainley,D.G., Mathieson,G.C.R., n Examination of the Flow and Pressure Losses in Blade Rows of Axial Flow Turbine, ARC, R&M 2891,1951.
    [25] Ainley,D., Mathieson,G.,An Examination of the Flow and Pressure Losses in Blade Rows of Axial Flow Turbines, Aeronautical Research Council, Reportsand Memoranda,No.2891,1955.
    [26] Ainley,D., Mathieson,G., A Method of Performance Estimation for Axial Flow Turbines, Aeronautical Research Council, Reports and Memoranda, No.2974,1957.
    [27] Dunham,J., A Review of Cascade Data on Secondary Losses in Turbines, IMechE J.Mech.Eng.Sci.,1970,2(1).
    [28] Dunham,J., Came,P.M., Improvements to the Ainley-Mathieson Method of Turbine Performance Prediction, ASME Journal of Engineering for Power, 1970,92.
    [29] Lakshminarayana,B., Horlock,J.H., Review: Secondary Flows and Losses in Cascade and Axial Flow Turbomachines, International Journal of Mechanical Science,1965,5(5):187~307.
    [30] Herzig,H., Hansen,A., Costello,G., A Visualization Study of Secondary Flows in Cascades,NACA Report1163,1954.
    [31] Armstrong, The Secondary Flow in a Cascade of Turbine Blades, ARC R&M, 2979,1955.
    [32] Turner,J.R.,An Investigation of The Endwall Boundary Layer of a Turbine Nozzle Cascade, Journal of ASME,1957,79(8):1801~1806.
    [33] Sieverding,C.H., Recent Progress in the Understanding of Basic Aspects of Secondary Flows in Turbine Blade Passages,ASME Journal of Engineering for Gas Turbines and Power,1985,Vol.107:248-257.
    [34] Moore,J., Adhye,R.Y., Secondary Flows and Losses Downstream of a Turbine Cascade, ASME Journal of Engineering for Gas Turbines and Power,1985,107:961~968.
    [35] Langston,L.S., Nice,M.L., Hooper,R.M., Three-Dimensional Flow Within a Turbine Passage, J.Eng.Power,1977,99:21~28.
    [36] Binder,A., Forster,W., An Experimental Investigation into the Effect of Wakes on the Unsteady Turbine Rotor Flow, ASME Journal of Engineering for Gas Turbine and Power,1985,107:458~466.
    [37] Moffitt,T.P., Nosek,S.M., Roelke,R.J., Turbine Aerodynamic Cosideration for Advanced Turbines, NASA SP-259,1971.
    [38] Fagan,J.R., Aerodynamic and Heat Transfer Interactions in High TemperatureTurbines, The 2nd ISABE, 1974.
    [39]黄庆南主编,《航空发动机设计手册》第10册:涡轮,《航空发动机设计手册》总编委员会,航空工业出版社,2001年。
    [40] Rose,M.G., Harvey,N.W., Turbomachinery Wakes: Differential Work and Mixing Losses, ASME Journal of Turbomachinery, 2000,Vol.122.
    [41] Squire,H.B., Winter,K.G., The Secondary Flow in a Cascade of Airfoils in a Nonuniform Stream,Journal of Aero.Sci. 1951,18(4):271~287.
    [42] Hawthorne,W.R., Some Formular for the Calculation of Secondary Flow in Cascades, A.R.C.Report No.17519,1955.
    [43] Klein,A., Untersuchungen Uber Die Einfluss Der Zustr?mgrenzschicht Auf Die Sekund?rstr?mung in Den Beschaufelungen Von Axialturbinen, Forsch.Ing.,Ba32,Nr.6,1966.
    [44] Langston,L.S., Nice,M.L., Hooper,R.M., Three-Dimensional Flow Within a Turbine Passage, J. Eng. Power,1977,Vol.99,21-28.
    [45] Langston,L.S., Crossflow in a Turbine Cascade Passage, J.Eng.Power, 1980,102.
    [46] Marchal,P., Sieverding,C.H., Secondary Flow Within Turbomachinery Bladings, Secondary Flows in Turbomachinery, AGARD CP351,1977.
    [47] Sieverding,C.H., Bosch,V.D.P., The Use of Coloured Smoke to Visualize Secondary Flows in a Turbine-Blade Cascade, Journal of Fluid Mech, 1983,134:85~89.
    [48] Denton,J.D., Johnson,C.G., Tip Leakage Loss of Shrouded Turbine Blades, GEGB report R/M/N480,1976
    [49] Bindon,J.P., The Measurement of Tip Clearance Flow Structure on the Endwall and within the Clearance Gap of an Axial Turbine Cascade, IME Pa-per,C273/87,1987.
    [50] Bindon,J.P., Pressure Distributions in the Tip Clearance Region of an Unshrouded Axial Turbines as Affecting the Problem of Tip Burnout, ASME Paper No.87-GT-230,1987.
    [51] Sjolander,S.A., Amrud,K.K., Effects of Tip Clearance on Blade Loading in a Planar Cascade of Turbine Blades, ASME Journal of Turbomachinery,1987,109:237~244.
    [52] Yaras,M.I., Sjolander,S.A., Effects of Simulated Rotation on Tip Leakage in a Planar Cascade of Turbine Blades. Parts 1 and 2, ASME Journal of Tur-bomachinery, 1992,114:652~667.
    [53] Yaras,M.L., Sjolandar,S.A., Prediction of Tip-Leakage Losses in Axial Turbines, ASME Journal of Turbomachinery, 1992,112(2):104~210.
    [54] Dishart,P.T., Moore,J., Tip Leakage Losses in a Linear Turbine Cascade. ASME Journal of Turbomachinery,1990,112:599~608.
    [55] Bindon,J.P., The Measurement and Formation of Tip Clearance Loss, ASME Journal of Turbomachinery,1989,111:257~263.
    [56] Moore,J., Tilton,J.S., Tip Leakage Flow in a Linear Turbine Cascade, ASME Journal of Turbomachinery,1988,110:18~26.
    [57] Morphis,G., Bindon,J.P., The Effects of Relative Motion, Blade Edge Radius and Gap Size on the Blade Tip Pressure Distribution in an Annular Turbine Cascade With Clearance, ASME Paper No.88-GT-256,1988
    [58] Whitney,W.J., Szanca,E.M., Moffitt,T.P, et al., Cold Air Investigation of a Turbine for High temperature Engine application I.Turbine design and overall stator performance, NASA TND-3751,1967.
    [59] Moffitt,T.P., Nosek,S.M., Roelke,R.J., Turbine Aerodynamic Cosiderations for Advanced Turbines, NASA SP-259,1971.
    [60] Prust,H.W., Schum,H.J., Behning,F.P., Cold Air Investigation of a Turbine for High-temperature Engine Application II. Detailed analytical and ex-perimental investigation of stator performance, NASA TND-4418,1968.
    [61] Prust,H.W., Schum,H.J., Szanca,E.M., Cold Air Investigation of a Turbine for High-temperature Engine Application I.Performance of Stator with Discrete Hole Blading, NASA TM X-2094,1970.
    [62] Behning,F.P., Prust,H.W., Moffitt,T.P, Cold air Investigation of a Turbine with Transpiration-cooled Stator Blades III. Performance of stator blades with wire-mesh shell blading, NASA TM X-2166,1971.
    [63] Whitney,W.J., Szanca,E.M., Behning,F.P., Cold air Investigation of a Turbine with Stator blade Trailing-edge Coolant Ejection I. Overall Stator Per-formance, NASA TM X-1901,1969.
    [64] Prust,H.W., Cold Air Investigation of a Turbine with Stator Trailing Edge Slot Ejection,Part II: Detailed Stator Performance, NASA TM X-1963,1970.
    [65] Prust,H.W., Flow Conditions Around the Exit and Downstream of Certain Stator Blading with Various Trailing Edge Thicknesses and Geometries, NASA TM X-2659,1972.
    [66] Prust,H.W., Cold Air Study of the Effect of Turbine Stator Blade Aerodynamic Performance of Coolant Ejection from Various Trailing Edge Slot Geometries, NASA TM X-3000,1974.
    [67] Prust,H.W., Cold Flow Study of the Effect on Turbine Stator Blade Aerodynamic Performance of Coolant Ejection from Various Trailing Edge Slot Geome-tries,Part II: Comparison of Experimental and Analytical Results, NASA TM X-3190,1975.
    [68] Prust,H.W., Two-Dimensional Cold-air Cascade Study of a Film-cooled Turbine Stator Blade,II: Experimental Results of Full Film Cooling Tests, NASA TM X-3153,1974.
    [69] Tabakoff,W., Hamed,A., Theoretical and Experimental Study of Flow through Cascade with Coolant Flow Injection, AIAA Paper 75-843,1975.
    [70] Tabakoff,W., Earley,R., Two-Dimensional Flow Losses of a Turbine Cascade with Boundary Layer Injecton, ASME Paper No.72-GT-42, 1972.
    [71] MacMartin,I.P., Norbury,J.F., The aerodynamics of a turbine cascade with supersonic discharge and trailing edge blowing, ASME 97-GT-120, 1997.
    [72] Kline,J.F., Stabe,R.G.,Moffitt,T.P., Effect of Cooling hole Geometry on Aerodynamic Performance of a Film-cooled Turbine Vane Tested with Cold Air in a Two-dimensional Cascade, NASA TP-1136,1978.
    [73] Sieverding,C.H, Model Tests for the Detailed Investigations of the Trailing Edge Flow in Convergent Transonic Turbine Blades, ASME 76-GT-30,1976.
    [74] Sieverding,C.H., Stanislas,M., Snoeck,J., The Base Pressure Problem in Transonic Turbine Cascades, ASME Journal of Engineering for Power, 1980,102:711~718.
    [75] Sieverding,C.H., The Influence of Trailing Edge Ejection on the Base Pressurein Transonic Turbine Cascades, Journal of Engineering for Power,1983,105:215~222.
    [76] Sieverding,C.H., Heinemann,H., The Influence of Boundary State on Vortex Shedding rom Flat Plates and Turbine Cascades, ASME Journal of Turbo-machinery,1990,112:181~187.
    [77] Sieverding,C.H., Arts, T., Denos, R., et al., Investigation of the Wake Mixing Process Behind Transonic Turbine Inlet Guide Vanes with Trailing Edge Coolant Flow Ejection, Advanced in Engine Technology. Edited by Dunker,R.,John Wiley & Sons Ltd.,1995.
    [78] Sieverding,C.H., Arts,T., Denos,R.,et al., Investigation of the Flow Field Downstream of a Turbine Trailing Edge Cooled Nozzle Guide Vane, ASME Journal of Turbomachinery,1996,118:291~300.
    [79] Kost,F.H., Holmes,A.T., Aerodynamic Effect of Coolant Ejection in the Rear Part of Transonic Rotor Blades, Presented at AGARD Symposium on Heat Transfer and Cooling in Gas Turbines,Bergen,Germany,May 1985.
    [80] Ito,S.,Goldstein,R.J.,Eckert,E.R.G.,Film Cooling of a Gas Turbine Blade, ASME Journal of Engineering for Power,1978,100:471-476.
    [81] Ito,S., Eckert,E.R.G. ,Golstein,R.J., Aerodynamic Loss in Gas Turbine Stage with Film Cooling, ASME Journal of Engineering for Power,1980.
    [82] Haller,B.R., Camus,J.J., Aerodynamic Loss Penalty Produced by Film Cooling Transonic Turbine Blades, ASME Journal of Engineering for Gas Turbines and Power,1984,106(1):198~205.
    [83] Kollen,O.,Koschel,W., Effect of Film Cooling on the Aerodynamic Performance of a Turbine Cascade, AGARD CP-390,1985.
    [84] Pietrzyk,J.R., Bogard,D.G., Crawford,M.E., Hydrodynamic Measurements of Jets in Crossflow for Gas Turbine Film Cooling Applications, ASME Paper 88-GT-194,1988.
    [85] Sinha,A.K., Bogard,D.G., Crawford,M.E., Film cooling Effectiveness Down-stream of a Signal Row of Holes with Variable Density Ratio, ASME Journal of Turbomachinery,1991,113:442~449.
    [86] Yamamoto,A., Kondo,Y., Murao, R., Cooling-air Injection into Secondary Flowand Loss Fields within a Linear Turbine Cascade, ASME Journal of Turbo-machinery,1991,113:375~383.
    [87] Mee,D.J., Techniques for Aerodynamic Loss Measurement of Transonic Turbine Cascades with Trailing-Edge Region Coolant Ejection, ASME paper No.92-GT-157,presented at the International Gas Turbine and Aeroengine Congress and Exposition, Cologne, Germany, June 1-4,1992.
    [88] Mee,D.J., Baines,N.C., Oldfield,M.L.G., et al., An Examination of the Contributions to Loss on a Transonic Turbine Blade in Cascade, ASME Journal of Turbomachinery,1992,114:155~162.
    [89] Kapteijn,C., Amecke,J., Michelassi,V., Aerodynamic Performance of a Transonic Turbine Guide Vane with Trailing Edge Coolant Ejection, ASME Paper 94-GT-288,1994.
    [90] Deckers,M., Denton,J.D., The Aerodynamics of Trailing Edge Cooled Transonic Turbine Blades: Part 1–Experimental Approach, ASME paper No.97-GT-518,presented at the International Gas Turbine and Aeroengine Congress and Exposition,Orlando,Florida,June 2-5,1997.
    [91] Friedrichs,S., Hodson,H.P., Dawes,W.N., Aerodynamics Aspects of Endwall Film cooling, ASME Journal of Turbomachinery,1997,119:786~793.
    [92] Otomo,F., Nakata,Y., Kubo,R.,et al., Pressure Loss Characteristics of Gas Turine Nozzle Blade Row with Individual Film Cooling Injection Rows, Proceedings of the 25th Annual Gas Turbine Conference, JSME,1997.
    [93] Day,C.R.B., Oldfield,M.L.G., Lock,G.D., The Influence of Film Cooling on the Efficiency of an Annular Nozzle Guide Vane Cascade, ASME Journal of Tur-bomachinery,1999,121:145~151.
    [94] Day,C.R.B., Oldfield,M.L.G., Lock,G.D.,et al., Efficiency Meaurements of an Annular Nozzle Guide Vane Cascade with Different Film Cooling Geometries, ASME Paper 98-GT-538,1998.
    [95] Rajendran,V.P., Sajben,M., Dimcco,R., Experimental Investigation of the Aerodynamics of Turbine Blade Trailing Edge Cooling at Transonic Speeds, AIAA 2000-3640, 2000.
    [96] Bergeles,G., Gosman,A.D., Launder,B.E., The Turbulent Jet in a Cross Streamat Low Injection Rates:A Three-dimensional Numerical Treatment, Numerical Heat Transfer,1978,1:217~242.
    [97] Demuren,A.O., Numerical Calculation of Steady Three-dimensional Turbulent Jets in Cross Flow, Rep.SFB 80/t/129, Sonderforschungsbereich 80,University of Karlsruhe,Germany,1982.
    [98] Leylek,J.H., Zerkle,R.D., Discrete-jet Film Cooling:A Comparison of Com-putational Results with Experiments, ASME Journal of Turbomachin-ery,1994,113:358~368.
    [99] Weigand,B., Harasgama,S.P., Computations of a Film Cooled Turbine Rotor Blade with a Non-Uniform Inlet Temperature Distribution Using a Three-dimensional Viscous Procedure, ASME Paper 95-GT-15,1994.
    [100] Grag,V.K., Gaugler,R.E., Effect of Velocity and Temperature Distribution at the Hole Exit on Film Cooling of Turbine Blades, ASME Journal of Turbma-chinery,1997,119:343~351.
    [101] Kubo,R., Otomo,F., Fukuyama,Y.,et al., Aerodynamic Loss Increase Due to Individual Film Cooling Injections from Gas Turbine Nozzle Surface, ASME Paper 98-GT-497,1998.
    [102] Walters,D.K., Leylek,J.H., A Detailed Analysis of Film cooling Physics: PartI–Streamwise Injection with Cylindrical Holes, ASME Journal of Tur-bomachinery,2000,122:102~112.
    [103] Massa,L., Computational Simulation and Aerodynamic Sensitivity Analysis of Film-cooled Turbines, Ph.D Dissertation,Mississippi State Univer-sity,Dec.2000.
    [104] McGovern,K.T., Leylek,J.H., A Detailed Analysis of Film cooling Physics: Part II–Compound-angle Injection with Cylindrical Holes, ASME Journal of Turbomachinery,2000,122:113~121.
    [105] Hyams,D.G., Leylek,J.H., A Detailed Analysis of Film-cooling Physics: Part III–Streamwise Injection with Shaped Holes, ASME Journal of Turbo-machinery,2000,122:122~132.
    [106] Brittingham,R.A., Leylek,J.H., A Detailed Analysis of Film-cooling Physics: Part II Compound-angle Injection with Shapped Holes, ASME Journal ofTurbomachinery,2000,122:133~145.
    [107] Lakehal,D., Theodoridis,G., Rodi,W., Three dimensional Flow and Heat Transfer Calculations of Film Cooling at the Leading Edge of a Symmetrical Turbine Blade Mode, Int. Journal of Heat Fluid Flow, 2001,22:113~122.
    [108] Ferguson,D.J., Walters,K.D., Leylek,J.H., Performance of Turbulence Models and Near-wall Treatments in Discrete Jet Film Cooling Simulations, ASME Paper 98-GT-438,1998.
    [109] Hoda,A., Acharya,S., Predictions of a Film Cooling Jet in Cross Flow with Different Turbulrnce Models, ASME Journal of Turbomachinery, 2000,122:558~569.
    [110] Azzi,A., Lakehal,D., Perspectives in Modeling Film Cooling of Turbine Blades by Transecending Conventional Two-equation Turbulence Models, Journal of Turbomachinery,2002,124:472~484.
    [111] Pappu,K.R., Schobieri,M.T., Optimization of Trailing Edge Ejection Mixing Losses: A Theoretical and Experimental Study, ASME paper No. 97-GT-523,presented at the International Gas Turbine and Aeroengine Congress and Exposition,Orlando,Florida,June 2-5,1997.
    [112] Lakshiminarayana,S., An Assessment of Computational Fluid Dynamic Techniques in the Analysis and Design of Turbomachinery, The 1990 Freeman Scholar Lecture, ASME Journal of Fluid Engineering, 1991,113(2):315~352.
    [113] Barry,B., The Aerodynamic Penalties Associated with Turbine Blade Cool-ing,Turbine blade cooling,VKI-LS 83,Jan.1976.
    [114] Lawaczek,O., The Influence of Jets of Cooling Air Exhausted from the Trailing Edges of a Supercritical Turbine Cascade on the Aerodynamic Data, AGARD CP 229, Paper No.30,1977.
    [115] Prust,H.W., An Analytical Study of the Effect of Coolant Flow Variables on the Kinetic Energy Output f a Cooled Turbine Blade Row, AIAA Paper 72-12,1972.
    [116] Hartsel,J.F., Prediction of Effects of Mass-Transfer Cooling on the Blade Row Efficiency of Turbine Aerofoils, AIAA Paper No.72-11,1972
    [117] Shapiro,A.H., Hawthorne,W.R., The Mechanics and Thermodynamics of Steady One-DimensionalGas Flow, ASME Journal of Applied Mechanics, 1974,A:317~336.
    [118] Heinemann,H-J., Butefisch,K.A., Determination of the Vortex Shedding Frequency of Cascades with Different Trailing Edge Thicknesses, AGARD CP 227,Paper No.35,1977.
    [119] Wu,C.H., A general Theory of Three Dimensional Flow in Subsonic and Supersonic Turbomechine in Radial, Axial and Mixed Flow Types, NASA TN-2604,1952.
    [120] Deton,J.D., A Time Marching Method for Two-and Three-dimensional Blade to Blade Row, 1974,ARC R&M 3775.
    [121] Lax,P.D., Wendroff,B., Difference Schemes for Hyperbolic Equations with High Order of Accuracy, Pure and Applied Mathematics,1964, 17:381~398.
    [122] Harton,A., High Resolution Schemes for Hyperbolic Conservation Laws, J.of Computational Physics,1984,49:357~393.
    [123] Roe,P.L., General Formulation of TVD Lax-Wendroff Schemes,ICASE Report 84-53
    [124] Osher,S., Chakravarthy,S., High Resolution Schemes and the Entroy Condition, SIAM Journal of Numberical Analysis,1984,21(5):955~984.
    [125] Jayaram,M., Jameson,A., Multigrid solution of the Navier-Stokes equations for flow over wings, AIAA 88-0705,1988.
    [126] Saxer,A.P., Felici,H.M., Numerical Analysis of Three-dimensional Unsteady Hot Streak Migration and Shock Intraaction in a Turbine Stage, Transactions of the ASME,1996,118:268~277.
    [127] Busby,J.A., Davis,R.L., Dunnetc,M.G., Influence of Vane Blade Spacing on Transonic Turbine Stage Aerodynamics,Part II: Time-Resolved Data and Analysis, ASME 98-GT-482,1998.
    [128] Eulitz,F., Engel,K., Numerical Investigation of Wake Interation in a Low Pressure Turbine, ASME 98-GT-563,1998.
    [129]黄伟光等,叶轮机械动静叶片排非定常气动干涉的数值模拟,工程热物理学报,1999,20(3):294~298。
    [130] Basson,A.H., Kunz,R.F., Lakshiminarayana,B., Grid Generation for Three Simensional Turbomerchinery Geometries Including Tip Clearance, AIAA 91-2360,1991.
    [131] Tallman,J., Lakshminarayana,B., Numerical Simulation of Tip Clearance Flowsin Axial Flow Turbines with Emphasis on Flow Physics Part 1: Effect of Tip Clearance Height, ASME Journal of Turbomachinery,2000,123(2):314~323.
    [132] Tallman,J., Lakshminarayana,B., Numerical Simulation of Tip Clearance Flows in Axial Flow Turbines with Emphasis on Flow Physics Part 2 Effect of casing relative motion, ASME Journal of Turbomachinery, 2000,123(2):314-323.
    [133] Gallus,H.E., Zeschky,J., Endwall and Unsteady Flow Phenomena in an Axial Turbine Stage, ASME 94-GT-143,1994.
    [134] Dawes,W.N., Towards Improved Throughflow Capability: The Use of 3D Viscous Flow Solvers in a Multistage Environment, Trans. ASME J. of Turbomachin-ery,1992,114:8~17.
    [135] Denton,J.D., The Calculation of Three-dimensional Viscous Flow through Multistage Turbomachines, ASME Journal of Turbomachinery, 1992,114:18~26.
    [136] Adamczyk,J.J., Aerodynamic Analysis of Multistage Turbomachinery Flows in Support of Aerodynamic Design, ASME 99-GT-80,1990.
    [137] CFX-TASCflow User Documentation, AEA Technology Engineering Software Ltd.,1998.
    [138] Numeca User’s Help, Numeca International Co.
    [139]韩占忠,王敬,兰小平编,Fluent流体工程仿真计算——实例与应用,北京理工大学出版社,2004年。
    [140] Lakshminarayana,Y.H., Ho,B., Computational Modeling of Three dimensional End Wall Flow through a Turbine Rotor Cascade with Strong Secondary Flows, Trans.of ASME Journal of Turbomachinery,1996,118:250~261.
    [141]陈懋章,粘性流体动力学基础,高等教育出版社,2002年。
    [142] Goldman,L.J., Gaugler,R.E., Prediction method of Two-Dimensional Aerodynamic Losses of Cooled Vane Using Integral Boundary Layer Parameters, NASA TP-1623,1980

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