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DOI:
飞控与探测:2019,(2):25-32
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李群变分积分子在最优航迹规划中的应用
(上海航天控制技术研究所)
Application of Lie Group Variational Integrator in Trajectory Planning
(Shanghai Institute of Spaceflight Control Technology)
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投稿时间:2019-01-09    修订日期:2019-01-09
中文摘要: 结合几何力学的相关理论,研究了个体的航迹优化的控制策略及其算法实现。构造随机规划算法以获取可行航迹点序列,具有较好的全局收敛性。利用最优控制方法求解所得航迹点之间的最优控制。几何力学着眼于个体的几何特性,利用李群来描述刚体的运动。依据离散变分原理得到了刚体的李群变分积分子。藉由李群变分积分子构造的最优控制算法,可以高效的实现刚体运动的最优控制。
Abstract:With the help of geometric mechanics, the trajectory planning of single spacecraft was discussed in this paper. The trajectory planning was divided into two procedures. Firstly, global planning algorithms are used to find a series of feasible way-points. Then, optimal controls are used to generate the motion between the way-points. Geometric mechanic focuses on the geometric character of rigid body, in which Lie group variational integrator of rigid body is derived by variational principle. The discrete mechanics and optimal control (DMOC) algorithms based on Lie group variational integrator results in a high precision optimal control of rigid body.
文章编号:20190109001     中图分类号:    文献标志码:
基金项目:上海市青年科技启明星计划资助(17QB1401400)
引用文本:
杨盛庆,王禹,陈桦,王嘉轶,刘美师.李群变分积分子在最优航迹规划中的应用[J].飞控与探测,2019,(2):25-32.

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