时间敏感型飞行任务的轨道会合制导战略

Tian Liao, Xinlong Chen, Jitang Guo, Shunli Li
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引用次数: 0

摘要

提出了一种固定时间轨道交会制导策略,以满足时间敏感的追逐捕捉博弈任务的要求。定时轨道交会的关键问题是减速制导策略的设计和转移时间的选择。为了解决有限推力下的减速制导问题,提出了恒定火箭推力下的位移公式。根据该公式,设计了 "脉冲修正、减速条件、反相对速度减速 "的减速制导策略,使航天器能够满足末端位置约束。根据公式,设计了 "脉冲修正、减速条件、反相对速度减速 "的减速制导策略,使航天器能够满足终端位置约束。针对减速过程造成的任务时间延迟,设计了一种基于位移公式的差分修正方法,可以得到与给定任务时间相对应的兰伯特转移时间。采用所提出的方法,飞行任务时间误差可减小到 1 秒以内。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Orbital Rendezvous Guidance Strategy for Time-Sensitive Missions

A fixed-time orbital rendezvous guidance strategy was proposed to meet the requirements of the time-sensitive pursuit-capture game mission. A key problem of fixed-time orbit rendezvous is the design of deceleration guidance strategy and the choice of transfer time. In order to solve the deceleration guidance problem under limited thrust, a displacement formula under constant rocket thrust is proposed. Basing on the formula, a deceleration guidance strategy of "pulse correction, deceleration condition, inverse-relative-velocity deceleration" was designed so that the spacecraft can meet the terminal position constraint. Basing on the formula, a deceleration guidance strategy of "pulse correction, deceleration condition, inverse-relative-velocity deceleration" was designed so that the spacecraft can meet the terminal position constraint. For the mission time delay caused by deceleration process, a differential correction method was designed based on the displacement formula, which can obtain the Lambert transfer time corresponding to a given mission time. With the proposed method, the mission time error is reduced less than 1 s.

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