考虑模型不确定性的航天器对接制导:一种线性二次跟踪方法

Annie Jose, Divina D V, Dona Thomas, Malavika S, V. J, R. U P, I. T P
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引用次数: 0

摘要

提出了一种低地球轨道目标卫星对接的鲁棒制导算法。基于最优控制逻辑的设计使燃料消耗最小化,从而使有效载荷最大化。设计了一种线性二次积分控制器,该控制器可以处理模型误差以及在对接过程开始之前必须达到的期望初始条件的偏差。实际的考虑,如推力器的能力被考虑在内。分别考虑了一种有利于软对接的方法和一种无振荡结果的方法,并进行了比较。对所设计的控制器进行了各种初始条件和干扰的测试。该制导算法可以很容易地与机器友好的语言(如C或Python)进行交互。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Guidance for Spacecraft Docking incorporating Model Uncertainties: A Linear Quadratic Tracking Approach
A robust guidance algorithm for docking with a target satellite in Low Earth Orbit is proposed in this work. An optimal control logic based design minimizes the fuel consumption thereby maximising the payload. A linear quadratic integral controller that can tackle model error as well as deviations from desired initial conditions that must be attained before initiation of docking procedures is designed. Practical considerations such as thruster capability is accounted for. An approach facilitating soft docking as well as one which gives non oscillatory results are considered separately and compared. The designed controller is tested against a variety of initial conditions and disturbances. The guidance algorithm can easily be interfaced with machine friendly languages like C or Python.
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