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高超声速导弹近最优中制导律 被引量:2

Near-optimal midcourse guidance law for hypersonic missile
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摘要 针对高超声速导弹无热流约束弹道的热流率过大问题,用动态逆和奇异摄动方法推导了一种最大末端能量近最优中制导律。根据变量的时间尺度,将导弹质点动力学模型分成三层,对降阶系统用最小值原理计算出降阶最优高度。在第一边界层和第二边界层分别使用动态逆方法设计出闭环控制器,使导弹沿降阶最优高度飞行。数值仿真结果表明,该制导律可将导弹导引至目标附近,并为末段拦截保存能量。该制导律使导弹沿降阶最优高度飞行,形成了平滑弹道,使最大热流率显著降低,符合工程应用要求。 In view of the problem that unrestraint maximum range glide for hypersonic missile have too large heating rate, a near-optimal mideourse guidance law is developed with dynamic inversion and singu- lar perturbation method. Missile' s mass point dynamic model is separated into 3 layers according to vari- ables' time scale. In reduced order system, the minimum principal is used to obtain the reduced order optimal height. Dynamic inversion technique is employed in the first boundary layer and the second boundary layer. A close-loop controller is designed to follow the reduced order optimal height. The results obtained from numerical simulation show that, the guidance law can guide the missile to fly to the place near the target and conserve energy for terminal interception. This guidance law also guides the missile to fly along the degraded optimal altitude. The trajectory is smooth, thus the maximum heating rate is de- creased significantly.
出处 《飞行力学》 CSCD 北大核心 2014年第1期48-52,共5页 Flight Dynamics
关键词 中制导 摄动理论 反馈线性化 热流率 midcourse guidance perturbation theory feedback linearization heating rate
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参考文献9

  • 1张丽静,刘东升,于存贵,何庆.高超声速飞行器[J].航空兵器,2010,17(2):13-16. 被引量:31
  • 2Naidu D S,Calise A. Singular perturbations and time scales in guidance,navigation and control of aerospace system[R].AIAA-95-3321,1995.
  • 3Cheng V H L,Gupta N K. Advance midcourse guidance for air-to-air missile[J].Journal of Guidance,1986,(2):135-142.
  • 4Sheu D L,Chen Y M,Chang Y J. Optimal glide for maximum range[R].AIAA-98-4462,1998.
  • 5乔清青;陈万春;李佳峰.高超声速飞行器最大航程滑行奇异摄动导引律[A]上海:中国航天科技集团公司第八研究院第八设计部,2010119-127.
  • 6Morimoto H,Chuang C H. Minimum-fuel trajectory along entire flight profile for a hypersonic vehicle with constraint[R].AIAA-98-4122,1998.
  • 7Yu Wenbin,Chen Wanchun. Guidance scheme for glide range maximization of a hypersonic vehicle[R].AIAA-2011-6714,2011.
  • 8Ardema M D,Rajan N. Slow and fast state variables for three-dimensional flight dynamics[J].Journal of Guidance,1985,(4):532-535.
  • 9乔清青,陈万春.基于动态逆的空空导弹奇异摄动中制导律[J].北京航空航天大学学报,2011,37(11):1365-1371. 被引量:7

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同被引文献25

  • 1周浩,陈万春,殷兴良.高超声速飞行器滑行航迹优化[J].北京航空航天大学学报,2006,32(5):513-517. 被引量:28
  • 2Harpold J C, Graves C A. Shuttle entry guidance [ J]. The Jour- nal of the Astronautical Sciences, 1979,37 (3) :239-268.
  • 3Mease K D,Chcn D T, Schinenberger H. Reduced-order entry trajectory planning for acceleration guidance [ J ]. Journal of Guidance, Control and Dynamics,2002,25 ( 2 ) :257-266.
  • 4Jorris T R,Cobb R G. Three-dimensional trajectory optimization satisfying waypoint and no-fly zone constraints [ J ]. Journal of Guidance, Control and Dynamics,2009,32 ( 2 ) :551-572.
  • 5Bell B N. A closed-form solution to lifting reentry, AFFDL-TR- 65 -65 [ R ]. Ohio : AFFDL, 1965.
  • 6Chapman D R. An approximate analytical method for studying entry into planetary atmospheres, NASA-TR-R-11 [ R ]. Washing- ton,D. C. :NASA,1959.
  • 7Wingrove R C. A study of guidance to reference trajectories for lifting re-entry at supereircular velocity, NASA-TR-151 [ R ]. Washington, D. C. : NASA, 1963.
  • 8Etkin B. Longitudinal dynamics of a lifting vehicle in orbital flight [ J ]. Journal of the Aerospace Science, 1961,28 ( 2 ) : 779-788.
  • 9Shen Z, Lu P. Onboard generation of three-dimensional con- strained entry trajectories [ J ]. Journal of Guidance, Control and Dynamics,2003,26 ( 1 ) : 111-121.
  • 10Yu W,Chen W. Guidance scheme for glide range maximization of a hypersonic vehicle, AIAA-2011-6714 [ R ]. Reston: AIAA ,2011.

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