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A Matching Pursuit Algorithm Approach to Chaser-Target Formation Flying Problems with Linear Time-Invariant Dynamics

机译:一种匹配的追求算法探讨追逐 - 目标形成与线性时间不变动力学的飞行问题

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In this article we present a new approach to satellite formation flying problems involving two spacecraft, one of which (the "chaser") is actively controlling its relative position with respect to the other (the "target"). The goal of this controller is to use the minimum number of thruster firings in order to keep the chaser following its reference position within a certain tolerance. We show an approach based on the Matching Pursuit algorithm (MP), which proves to provide a solution to this problem in the open-loop case. A feedback version of the controller can be obtained by turning the method into a Model Predictive Control (MPC) strategy, thanks to the fact that the computational cost of the method is small. An example of application is shown at the end for a mission scenario inspired by the PROBA3 mission, which is currently under development.
机译:在本文中,我们提出了一种新的卫星形成涉及两个航天器的飞行问题的方法,其中一个(“追逐”)主动控制其相对位置(“目标”)。该控制器的目标是使用最小的推进炮数,以便将追随者在一定公差内保持追随者。我们以匹配追踪算法(MP)显示一种方法,这证明了在开环外壳中提供解决此问题的解决方案。通过将方法转换为模型预测控制(MPC)策略,可以获得控制器的反馈版本,因为该方法的计算成本很小。目前申请的一个示例是由Proba3任务的启发,目前正在开发的任务方案。

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