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三维非线性预设性能制导律设计 被引量:1

Design of 3D nonlinear prescribed performance guidance law
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摘要 针对高速机动目标拦截,提出了一种末制导阶段预设性能制导律。首先,建立三维非线性拦截模型,在俯仰和偏航两个平面中,将期望视线角和视线角速率选做状态量设计滑模动态面,在动态面控制的基础上,将滑动模态误差利用误差转换函数转化为预设性能误差方程,设计制导律,驱动滑模变量按预设性能收敛。该制导律能使制导顺利进行,满足终端视线角约束。然后,考虑视线角速率测量误差以及目标信息不确定性,建立有限时间干扰观测器,保证了制导指令的执行。 A prescribed performance guidance law for the terminal guidance phase is proposed for the interception of high speed maneuvering targets.At first,construct a three dimensional nonlinear block model,pitch and yaw of the two plane,will expect angle of sight and line of sight angular rate selected as state variable dynamic sliding mode surface design,on the basis of the dynamic surface control,the sliding mode error using the conversion function into the default performance error equation,design guidance law,drive the sliding mode variable according to the prescribed convergence performance.It can make the guidance go smoothly and satisfy the terminal line of sight angle constraint.Then,considering the measurement error of line of sight angular rate and the uncertainty of target information,a finite time disturbance observer is established to ensure the execution of guidance instruction.
作者 唐骁 叶继坤 李旭 TANG Xiao;YE Jikun;LI Xu(Air and Missile Defence College,Air Force Engineering University, Xi’an 710051, China)
出处 《系统工程与电子技术》 EI CSCD 北大核心 2022年第2期619-627,共9页 Systems Engineering and Electronics
基金 国家自然科学基金(61703421,61873278)资助课题。
关键词 滑模控制 预设性能控制 干扰观测器 三维制导律 sliding mode control prescribed performance control disturbance observer three dimensional guidance law
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  • 1韩京清.一类不确定对象的扩张状态观测器[J].控制与决策,1995,10(1):85-88. 被引量:415
  • 2林飞,孙湖,郑琼林,夏岩峰.用于带有量测噪声系统的新型扩张状态观测器[J].控制理论与应用,2005,22(6):995-998. 被引量:28
  • 3Rogers S. Missile guidance comparison. Proceeding of A1AA guidance, navigation, and control conference; 2004 Aug 16-19; Rhode Island. Reston: AIAA; 2004.
  • 4Zhou D, Sun S, Tea KL. Guidance laws with finite time convergence. J Guid Control Dyn 2009;32(6):1838-46.
  • 5Yang CD, Chen HY. Nonlinear H∞ robust guidance law for homing missiles. J Guid Control Dyn 1998;21(6):882-90.
  • 6Zhou D, Mu CD, Shen TL. Robust guidance law with L2 gain performance. Trans Jpn Soc Aeronaut Space Sci 2001;44(144): 82-8.
  • 7Oshman Y, Arad D. Differential-game-based guidance law using target orientation observations. IEEE Trans Aerosp Electron Syst 2006;42(1):316-26.
  • 8Harl N, Balakrishnan SN. Impact time and angle guidance with sliding mode control, 1EEE Trans Control Syst Technol 2012; 20(6): 1436-49.
  • 9Yamasaki T, Balakrishnan SN, Takano H, Yamaguchi I. Second order sliding mode-based intercept guidance with uncertainty and disturbance compensation. Proceeding of AIAA guidance, naviga- tion, and control conference; 2013 Aug 19-22; Boston, MA. Reston: AIAA: 2013.
  • 10Shafiei MH, Binazadeh T. Application of partial sliding mode in guidance problem. 1SA Trans 2013;52(2): 192-7.

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