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首页> 外文期刊>Advances in space research >Tube-based robust output feedback model predictive control for autonomous rendezvous and docking with a tumbling target
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Tube-based robust output feedback model predictive control for autonomous rendezvous and docking with a tumbling target

机译:基于管的鲁棒输出反馈模型预测控制,用于自主的Rendezvous和滚动目标对接

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In this paper, a tube-based robust output feedback model predictive control method (TRMPC) is proposed for controlling chaser spacecraft docking with a tumbling target in near-circular orbit. The controller contains a simple, stable, Luenberger state estimator and a tube-based robust model predictive controller. Several practical challenges are also considered under dock-enabling conditions, such as the control saturation, velocity constraint, approach corridor constraint, and collision avoidance constraint. Meanwhile, uncertainties are carefully analyzed when designing the controller, including dynamics uncertainty, measurement error, and control deviation. The TRMPC ensures that all possible state trajectories with uncertainties lie in the minimum robust positively invariant set (mRPI, i.e., the so-called tube in this paper). The tube center is the solution of a nominal (without uncertainties) system. Another important contribution of this paper is to propose a technique where it is unnecessary to calculate the mRPI explicitly. Thereby, the 'curse of dimensionality' can be avoided for a six-dimensional system. To verify the feasibility of the proposed TRMPC strategy in the presence of uncertainties, two scenarios of autonomous rendezvous and docking (AR&D) are simulated. The simulation results show that the TRMPC method is more efficient in minimizing the uncertainties, fuel consumption, and computational cost, compared to the classic model predictive control (MPC) method.
机译:在本文中,提出了一种基于管的鲁棒输出反馈模型预测控制方法(TRMPC),用于控制近圆形轨道中的翻滚靶标的追逐航天器对接。控制器包含一个简单,稳定,Luenberger状态估计器和基于管的鲁棒模型预测控制器。在停靠能力条件下也考虑了几种实际挑战,例如控制饱和度,速度约束,方法走廊约束和碰撞避免约束。同时,在设计控制器时仔细分析不确定性,包括动态不确定性,测量误差和控制偏差。 TRMPC确保所有可能的状态轨迹都有不确定性的轨迹位于最小稳健的正不变集(本文中的MRPI,即所谓的管)。管中心是标称(没有不确定性)系统的溶液。本文的另一个重要贡献是提出一种技术,即不必明确计算MRPI。由此,可以避免为六维系统避免“维度的诅咒”。为了验证所提出的TRMPC策略在存在不确定性的情况下,模拟了两种自主集合和对接(AR&D)的两种情况。仿真结果表明,与经典模型预测控制(MPC)方法相比,TRMPC方法在最小化不确定性,燃料消耗和计算成本方面更有效。

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