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Spin-stabilized solar sail for displaced solar orbits

机译:旋转太阳轨道的自旋稳定太阳帆

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摘要

An optical force model is used to investigate the stability of a flat spinning solar sail in a displaced solar orbit. The solar sail can be stabilized in the orbit by design of the spinning rate and the sail structure. The orbital and attitude dynamics are studied separately. The orbit is stable as the sail attitude keeps fixed with respect to the sunlight, as does that of a perfectly reflecting solar sail. The attitude is stable as long as the spin angular velocity is much larger than the orbital angular velocity. The stability of the individual components cannot guarantee the stability of the entire system since the orbit and attitude interact with each other. Therefore, the coupled dynamics of the orbit and attitude are used to study the overall stability; the results show that the coupled system is also stable. It should be noted that the orbit and attitude are critically not asymptotically stable. The analysis only provides the necessary conditions for stability because a linearization is performed. To numerically verify the nonlinear stability of the true nonlinear system, the dynamical equations are simulated for a time that is longer than the mission life.
机译:光学力模型用于研究平移的太阳帆在位移的太阳轨道中的稳定性。通过设计旋转速度和帆结构,可以使太阳帆在轨道上稳定。轨道和姿态动力学分别进行研究。当航行姿态相对于太阳光保持固定时,轨道是稳定的,完美反射太阳航行的姿态也是如此。只要自旋角速度远大于轨道角速度,姿态就稳定。各个组件的稳定性不能保证整个系统的稳定性,因为轨道和姿态相互影响。因此,利用轨道和姿态的耦合动力学研究整体稳定性。结果表明,耦合系统也是稳定的。应当指出,轨道和姿态在临界上不是渐近稳定的。由于执行了线性化,因此分析仅提供了必要的稳定性条件。为了用数字验证真正的非线性系统的非线性稳定性,对动力学方程进行了仿真,仿真时间比任务寿命更长。

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