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首页> 外文期刊>Acta astronautica >Bounded trajectory design and self-adaptive maintenance control near non-synchronized binary systems comprised of small irregular bodies
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Bounded trajectory design and self-adaptive maintenance control near non-synchronized binary systems comprised of small irregular bodies

机译:由小型不规则物体组成的非同步二元系统附近的有界轨迹设计和自适应维护控制

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摘要

Motions of spacecraft in non-synchronized binary asteroid systems are facing significant dynamics problems due to the irregular-shaped primaries and time-varying gravitational field. This paper presents a novel method for the design and maintenance of bounded trajectory in the vicinity of non-synchronized binary systems. A non-synchronized model with considering both the planar full two-body problem and the elliptic restricted three body problem is developed for the bounded motion design. This model can better reflect the properties of motion in non-synchronized binary systems. Based on this non-synchronized model, bounded motions are designed with predetermined stability using the modified grid search and two-level correction strategy. Further, considering the model uncertainty and unmodeled perturbations in the high-fidelity model, a self-adaptive control method is proposed to maintain the trajectories. Simulations for the binary asteroid 1999 KW4 validate the stability and robustness of the proposed controller. Compared with periodic orbits using the synchronized model, the proposed strategy by taking the bounded trajectories as reference trajectories can effectively improve the tracking accuracy and reduce the fuel consumption. This provides a more effective solution for mission trajectory design in future explorations to binary asteroid systems.
机译:由于不规则形状的原初和随时间变化的引力场,非同步双星小行星系统中航天器的运动面临重大的动力学问题。本文提出了一种新的方法,用于设计和维护非同步二进制系统附近的有界轨迹。针对有界运动设计,建立了同时考虑平面全两体问题和椭圆约束三体问题的非同步模型。该模型可以更好地反映非同步二进制系统中运动的属性。基于此非同步模型,使用改进的网格搜索和两级校正策略以预定的稳定性设计有界运动。此外,考虑到高保真模型中的模型不确定性和未建模的摄动,提出了一种自适应控制方法来维持轨迹。对二元小行星1999 KW4的仿真验证了所提出控制器的稳定性和鲁棒性。与采用同步模型的周期轨道相比,以边界轨迹为参考轨迹的拟议策略可以有效地提高跟踪精度,降低油耗。这为未来对二元小行星系统的探索中的任务轨迹设计提供了更有效的解决方案。

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