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通过质心转移实现近地轨道航天器的姿态稳定

Attitude Stabilization of Spacecraft in Very Low Earth Orbit by Center-Of-Mass Shifting.

作者信息

Virgili-Llop Josep, Polat Halis C, Romano Marcello

机构信息

Spacecraft Robotics Laboratory, Naval Postgraduate School, Monterey, CA, United States.

出版信息

Front Robot AI. 2019 Feb 14;6:7. doi: 10.3389/frobt.2019.00007. eCollection 2019.

DOI:10.3389/frobt.2019.00007
PMID:33501024
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC7805854/
Abstract

At very low orbital altitudes (≲450 km) the aerodynamic forces can become major attitude disturbances. Certain missions that would benefit from a very low operational altitude require stable attitudes. The use of internal shifting masses, actively shifting the location of the spacecraft center-of-mass, thus modulating, in direction and magnitude, the aerodynamic torques, is here proposed as a method to reject these aerodynamic disturbances. A reduced one degree-of-freedom model is first used to evaluate the disturbance rejection capabilities of the method with respect to multiple system parameters (shifting mass, shifting range, vehicle size, and altitude). This analysis shows that small shifting masses and limited shifting ranges suffice if the nominal center-of-mass is relatively close to the estimated center-of-pressure. These results are confirmed when the analysis is extended to a full three rotational degrees-of-freedom model. The use of a quaternion feedback controller to detumble a spacecraft operating at very low altitudes is also explored. The analysis and numerical simulations are conducted using a nonlinear dynamic model that includes the full effects of the shifting masses, a realistic atmospheric model, and uncertain spacecraft aerodynamic properties. Finally, a practical implementation on a 3U CubeSat using commercial-off-the-shelf components is briefly presented, demonstrating the implementation feasibility of the proposed method.

摘要

在非常低的轨道高度(≲450公里),气动力会成为主要的姿态干扰。某些受益于极低运行高度的任务需要稳定的姿态。本文提出使用内部移动质量,即主动改变航天器质心的位置,从而在方向和大小上调节气动力矩,作为一种消除这些气动力干扰的方法。首先使用一个简化的单自由度模型来评估该方法相对于多个系统参数(移动质量、移动范围、飞行器尺寸和高度)的干扰抑制能力。该分析表明,如果标称质心相对接近估计的压力中心,那么小的移动质量和有限的移动范围就足够了。当分析扩展到完整的三个旋转自由度模型时,这些结果得到了证实。还探讨了使用四元数反馈控制器使在极低高度运行的航天器解旋。使用包含移动质量的全部影响、逼真的大气模型和不确定的航天器气动力特性的非线性动力学模型进行了分析和数值模拟。最后,简要介绍了在一个3U立方星上使用现成商用组件的实际实施方案,证明了所提方法的实施可行性。

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