摘要
在实效性要求高的空间操控任务中,脉冲轨道的优化设计必不可少。针对脉冲轨道转移和交会的优化设计问题,基于hp自适应伪谱法设计一种通用方法,以直接法计算为主,综合使用间接法主矢量理论交互式规划出最优N脉冲轨道的机动方案。该方法以hp自适应伪谱法直接求解首末端双脉冲机动,依据间接法最优脉冲机动满足的主矢量必要条件进行检验,通过增加脉冲或者首末端漂移进行交互式规划,逐步确定出最优脉冲数目N的值,再采用hp自适应伪谱法求解出各脉冲速度增量的矢量与施加时刻,获得脉冲轨道的优化设计。提供2个仿真场景算例,求解过程和结果表明,该方法对初值敏感度小、鲁棒性强、收敛快、实用有效,可以便捷处理脉冲轨道的优化设计问题。
The optimal design of impulse trajectories is essential in space-assembly and space-succor. A no-vel algorithm for solving general minimum-fuel N impulsive orbit maneuver,e, g. orbit transfer and rendezvous, is proposed. The developed algorithm combines a primer vector obtained through the use of a Yamanaka-Ank-ersen state transition matrix and an interactive optimization approach based on an hp-adaptive pseudospctral method to calculate the N-impulse velocities directly. The approach starts from two-impulse calculated by the hp-adaptive pseudospctral method at initial and terminal points, and is checked by satisfying the necessary condi-tions for the primer vector. By the reference of the obtained primer vector magnitude information, adding initial coast, final coast or a new mid-impulse is tried. Provided the number of multiple-impulse N is fixed, its numeri-cal result of the N-impulse velocities and the time can be calculated by the hp-adaptive pseudospctral method. Through the interactive procedure, the optimal N-impulsive orbit maneuvers are designed. The simulation and outcomes demonstrate that the algorithm is fairly robust, quickly converged and able to deal with the optimal design of N-impulse trajectories efficiently and practically.
出处
《系统工程与电子技术》
EI
CSCD
北大核心
2013年第12期2566-2571,共6页
Systems Engineering and Electronics
基金
中国科学院光电研究院自主部署研究生创新基金"雏鹰计划"(Y30B02A18Y)资助课题
关键词
脉冲轨道
主矢量
交互规划
hp自适应伪谱法
impulsive trajeetory
primer vector
interactive optimization approach
hp-adaptive pseudospctral method
