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Study on the Chaotic Dynamics in Attitude Maneuver of Liquid-Filled Flexible Spacecraft

机译:充液柔性航天器姿态操纵中的混沌动力学研究

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In this paper, the chaotic dynamics in an attitude transition maneuver of a coupled slosh-spacecraft with a flexible appendage in going from minor axis to major axis spin under the influence of dissipative effects due to fuel slosh and a small flexible appendage constrained to undergo only torsional vibration is investigated. The coupled slosh-spacecraft with a flexible appendage in attitude maneuver carrying a sloshing liquid is considered a multibody system with the sloshing motion modeled as a spherical pendulum. The focus in this paper is on the way in which the dynamics of the liquid and the flexible appendage vibration are coupled. The equations of motion are derived and then transformed into a form suitable for the application of the Melnikov method. The Melnikov integral is used to predict the transversal intersections of the stable and unstable manifolds for the perturbed system. An analytical criterion for chaotic motion is derived in terms of the system parameters. This criterion is evaluated for its significance to the design of spacecraft. The dependence of the onset of chaos on quantities such as body shape and magnitude of damping values, fuel fraction, and torsional vibration frequency of the flexible appendage are investigated. In addition, extensive numerical simulations are carried out to check the range of validity of the Melnikov result.
机译:在本文中,具有柔性附件的耦合晃荡航天器从短轴到长轴旋转的姿态转变操纵中的混沌动力学受燃料晃荡和小柔性附件的耗散效应的影响而受到约束研究扭转振动。带有晃动液体的姿态机动中具有柔性附件的晃动航天器被认为是一种多体系统,其晃动运动建模为球形摆。本文的重点是如何将液体动力学与柔性附件振动耦合起来。导出运动方程,然后将其转换为适合应用Melnikov方法的形式。 Melnikov积分用于预测扰动系统的稳定和不稳定歧管的横向交点。根据系统参数得出了混沌运动的分析标准。评估该标准对航天器设计的重要性。研究了混沌的发作对诸如柔性附件的车身形状和阻尼值大小,燃料分数和扭转振动频率等量的依赖性。另外,进行了广泛的数值模拟以检验梅尔尼科夫结果的有效性范围。

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