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Effect of Attitude Control on a Periodic Orbit Maintenance of Solar Sail in Earth-Moon Circular Restricted 3-Body Problem

机译:姿态控制对地月圆形受限三体问题中太阳帆周期轨道维持的影响

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This paper aims to study how the transient process of attitude control affect the orbit dynamics for solar sail, and investigate the method to design specification for attitude control to maintain the periodic orbit in Earth-Moon Circular Restricted 3-Body problem. An asymmetric periodic orbit around L1 Lagrange point is designed as the nominal orbital trajectory by solving a two-point boundary value problem. To describe the transient process of attitude control for solar sail, a first-order reference model is proposed considering the initial angular error and time-delay behavior of the attitude control system. A series of numerical experiments are designed based on the proposed model, where the effects of two model parameters are investigated respectively. The orbital deviations due to the cone angle and clock angle are also compared in detail to study the different effects from two attitude angles. The simulation results show that the effect of maximum attitude angular rate is much more significant than that of the initial angular errors and the cone angle has a dominant impact compared to the clock angle. At last, the specification design method for attitude control system is given based on the simulation results.
机译:本文旨在研究姿态控制的瞬态过程如何影响太阳帆的轨道动力学,并研究设计姿态控制规范以维持月球圆形受限三体问题中的周期性轨道的方法。通过解决两点边值问题,将围绕L1拉格朗日点的不对称周期轨道设计为标称轨道轨迹。为了描述太阳帆姿态控制的过渡过程,提出了考虑姿态控制系统初始角度误差和时滞行为的一阶参考模型。基于所提出的模型设计了一系列数值实验,分别研究了两个模型参数的影响。还详细比较了由锥角和钟角引起的轨道偏差,以研究两个姿态角的不同影响。仿真结果表明,最大姿态角速率的影响比初始角误差的影响大得多,并且锥角与时钟角相比具有显着影响。最后,基于仿真结果给出了姿态控制系统的规范设计方法。

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