Effect of active blade pitch control on helicopter rotor performance
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摘要: 为摸索直升机桨距主动控制对旋翼性能的影响规律并揭示其机理,首先建立能够考虑2阶谐波桨距控制影响的旋翼气动力模型,进一步建立相应的直升机飞行动力学模型,将旋翼需用功率作为性能评估的依据,在全机配平状态下开展2阶谐波桨距控制对旋翼性能的影响研究.对于样例直升机,前进比为0.2时,施加任何2阶谐波桨距控制均使旋翼需用功率增加;前进比为0.35时,施加幅值为1.5°、初相位为90°的2阶谐波桨距控制使旋翼需用功率降低约5%.通过分析样例直升机桨盘平面迎角分布和阻力系数分布,总结出利用2阶谐波桨距控制提升旋翼性能的物理本质: 当直升机处于高速、大载荷飞行状态时,施加适当的2阶谐波桨距控制可以改善桨盘平面迎角分布,推迟后行边桨叶失速,从而降低旋翼需用功率,有效提升旋翼性能.Abstract: In order to find out the influence rule and the essence of the effect of active blade pitch control on helicopter rotor performance, a rotor aerodynamic model was built firstly in consideration of the impact of second order harmonic blade pitch control, and then corresponding helicopter flight dynamic model was established. Rotor power was taken as the evaluation basis to investigate the effect of second order harmonic blade pitch control on rotor performance in trimming conditions. For the sample helicopter, the rotor power obtained with any second order harmonic blade pitch control increases when advance ratio is 0.2; 5% rotor power reduction can be achieved by second order harmonic blade pitch control with amplitude of 1.5° and initial phase of 90°when advance ratio is 0.35. By analyzing the distribution of angle of attack and drag coefficient on rotor disc of sample helicopter, the essence of using second order harmonic blade pitch control to improve rotor performance was summarized: in the high speed and high load status, an appropriate second order harmonic blade pitch control can improve the distribution of angle of attack on rotor disc, and delay the occurrence of retreating blade stall, thus decreasing the rotor power eventually and improving the rotor performance effectively.
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Key words:
- rotor performance /
- aerodynamic characteristic /
- flight dynamics /
- dynamic inflow /
- active control
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[1] Dadone L U.Design and analytical study of a rotor airfoil[R].NASA CR 2988,1978. [2] Harrison R,Stacey S,Hansford B.Berp Ⅳ:the design,development and testing of an advanced rotor blade[C]//Proceedings of American Helicopter Society 64th Annual Forum.New York:Curran Associates Inc,2008:2524-2543. [3] 王博,徐国华,招启军.翼型对旋翼悬停气动性能影响的CFD模拟分析[J].南京航空航天大学学报,2012,44(4):478-484. WANG Bo,XU Guohua,ZHAO Qijun.CFD simulation of airfoil effect on hovering rotor aerodynamic performance[J].Journal of Nanjing University of Aeronautics and Astronautics,2012,44(4):478-484.(in Chinese) [4] Kessler C.Active rotor control for helicopters:motivation and survey on higher harmonic control[J].Council of European Aerospace Societies Aeronautical Journal,2011,1(1/2/3/4):3-22. [5] Kessler C.Active rotor control for helicopters:individual blade control and swashplateless rotor designs[J].Council of European Aerospace Societies Aeronautical Journal,2011,1(1/2/3/4):23-54. [6] Steward W.Second harmonic control on the helicopter rotor[R].[S.l.]:Aeronautical Research Council Reports and Memoranda,Nr 2997,1952. [7] Nguyen K,Chopra I.Effects of higher harmonic control on rotor performance and control loads[R].AIAA 90-1158,1990. [8] Jacklin S A,Lau B H,Nguyen K.Full scale wind tunnel test of the McDonnell Douglas five bladed advanced bearingless rotor:performance,stability,loads,control power,vibration and HHC data[R].NASA TM 112094,1994. [9] Yeo H.Assessment of active controls for rotor performance enhancement[J].Journal of American Helicopter Society,2008,53(2):152-163. [10] Cheng R P,Celi R.Optimum 2/rev inputs for improved rotor performance[J].Journal of Aircraft,2005,42(6):1409-1417. [11] Arnold U T P,Fuerst D.Closed loop IBC results from CH-53G flight tests[J].Aerospace Science and Technology,2005,9(5):421-435. [12] Yeo H,Romander E A,Norman T R.Investigation of rotor performance and loads of a UH-60A individual blade control system[J].Journal of American Helicopter Society,2011,56(4):1-18. [13] He C J.Development and application of a generalized dynamic wake theory for lifting rotors[D].Atlanta:Georgia Institute of Technology,1989. [14] Peters D A,Boyd D D,He C J.Finite state induced flow model for rotors in hover and forward flight[J].Journal of American Helicopter Society,1989,34(4):5-17. [15] Lieshman J G.Principles of helicopter aerodynamics[M].Cambridge:Cambridge University Press,2006.
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