交会对接时太阳能与控制输入权衡的控制策略

Abhijeet Abhijeet, Tanya K Kumar, D. Giri
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摘要

本文提出了一种新颖的策略,用于解耦立方体卫星的姿态和轨道方程,以便与不可控的合作目标交会对接。为了计算安全轨迹,所提出的控制算法考虑了立方体卫星接收到的太阳能。立方体卫星配备了用于轨道机动的推进器、用于姿态控制的磁线圈和四个固定的单面矩形太阳能电池板。航天器动力学模型所产生的耦合动力学采用一种新颖的基于加权矢量的方法进行求解。本文提出了一个线性化非线性最优控制问题,该问题产生于小型航天器,同时试图在交会对接过程中最大限度地利用太阳能输入。本文定义了一个中间轨道,并利用该轨道将问题分为两个不同的最优控制问题:交会优化问题和对接优化问题。在对接时,考虑采用基于追逐者和目标形状的几何方法来避免碰撞。每当太阳光被地球遮挡时,就会对拟议的控制器设计进行修改,并相应地重新设计操纵控制器,以优化交会和对接。进行了数值模拟,以显示所提出的概念在立方体卫星与翻滚目标交会和对接期间引导太阳能和控制输入之间权衡的有效性。
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Control strategy for trading off solar power and control input while rendezvous and docking
This paper presents a novel strategy for decoupling the attitude and orbit equations of a CubeSat for rendezvous and docking with an uncontrollable cooperative target. For computing a safe trajectory, the proposed control algorithm takes into account the solar energy received by the CubeSat. The CubeSat is equipped with a thruster for orbit maneuvers, magnetic coils for attitude control, and four fixed single-sided rectangular solar panels. The coupled dynamics arising from the dynamical model of the spacecraft is solved using a novel weighted vector-based approach. This paper presents a linearized nonlinear optimal control problem arising in small spacecrafts while trying to maximize solar energy input in the rendezvous and docking process. An intermediate orbit is defined and used to divide the problem into two different optimal control problems: rendezvous optimization and docking optimization problems. A geometrical approach based on the shape of the chaser and the target is contemplated for collision avoidance while docking. The proposed controller design is modified whenever the sunlight is obstructed by the Earth, and the maneuvering controls are redesigned accordingly for optimal rendezvous and docking. Numerical simulations have been carried out to show the efficacy of the proposed concept for steering the trade-off between solar energy and control input during the rendezvous and docking of CubeSat with a tumbling target.
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