引用本文:屈耀红,余自权,张友民.无人机空中加油过程中分数阶滑模会合导引控制[J].控制理论与应用,2015,32(11):1464~1469.[点击复制]
QU Yao-hong,YU Zi-quan,ZHANG Youmin.Fractional-order sliding-mode guidance control for rendezvous of unmanned aerial vehicles during air refueling[J].Control Theory and Technology,2015,32(11):1464~1469.[点击复制]
无人机空中加油过程中分数阶滑模会合导引控制
Fractional-order sliding-mode guidance control for rendezvous of unmanned aerial vehicles during air refueling
摘要点击 1865  全文点击 1289  投稿时间:2015-05-30  修订日期:2015-11-21
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DOI编号  10.7641/CTA.2015.50477
  2015,32(11):1464-1469
中文关键词  无人机  空中加油  自主会合  末端约束  分数阶滑模变结构控制
英文关键词  UAV  air refueling  automatic rendezvous  terminal constraint  fractional-order sliding-mode control
基金项目  国家自然科学基金项目(61473229, 60974146)资助
作者单位E-mail
屈耀红* 西北工业大学 qyh0809@nwpu.edu.cn 
余自权 西北工业大学  
张友民 加拿大康科迪亚大学 youmin.zhang@concordia.ca 
中文摘要
      针对带末端角度和末端速度约束的无人机空中加油自主会合问题, 设计了一种3维分数阶滑模导引律, 使 无人机在无加油机主动配合的情况下具备自主会合能力. 首先, 根据无人机与加油机之间的相对运动关系, 设计 了3维比例导引规律, 使无人机能够到达期望的加油位置. 其次, 利用滑模控制的强鲁棒性特点以及分数阶微积分的 精细控制特性, 基于变结构理论和李雅普诺夫稳定性理论设计了一种带有末端角度约束的3维分数阶滑模变结构控 制律, 并用所设计的分数阶滑模控制律对3维比例导引指令进行重构, 使无人机能以期望的末端追踪角度到达加油 位置. 然后, 构造了速度指令生成器, 对无人机的末端速度进行约束. 最后, 对所设计的导引律进行了仿真验证,仿真 结果表明所设计出来的导引律能满足追踪角度和速度约束的要求.
英文摘要
      A guidance law based on fractional-order sliding-mode control is developed to deal with the terminal angle and velocity constraints of unmanned aerial vehicle (UAV) in automatic rendezvous during air refueling. This law makes the UAV possess the ability to rendezvous with the tanker aircraft without active cooperation from the tanker aircraft. By considering the relative motion in three-dimensional space between the UAV and the tanker aircraft, we adopt the proportional navigation guidance (PNG) law in three-dimensional space to make the UAV fly to the desired formation point for refueling. Then, by making use of the robustness of the sliding-mode control and the meticulous characteristics of the fractional calculus, we develop a sliding-mode control law with fractional order to restrict the chasing angles of the UAV based on the variable structure control theory and the Lyapunov stability theory. The obtained sliding-mode control law with fractional order is employed to modify the PNG law, the resultant law will make the UAV possess the ability to fly to the desired formation point with the desired terminal chasing angle. Finally, a velocity command generator is developed to constrain the terminal velocity of the UAV. Simulations are carried out to validate the proposed guidance law; the results show that the designed guidance law achieves good control performance and satisfies the terminal angle constraint and the terminal velocity constraint.