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Study of the Mode of Angular Velocity Damping for a Spacecraft at Non-Standard Situation

机译:非标准情况下航天器角速度阻尼模式的研究

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摘要

Non-standard situation on a spacecraft (Earth's satellite) is considered, when there are no measurements of the spacecraft's angular velocity component relative to one of its body axes. Angular velocity measurements are used in controlling spacecraft's attitude motion by means of flywheels. The arising problem is to study the operation of standard control algorithms in the absence of some necessary measurements. In this work this problem is solved for the algorithm ensuring the damping of spacecraft's angular velocity. Such a damping is shown to be possible not for all initial conditions of motion. In the general case one of two possible final modes is realized, each described by stable steady-state solutions of the equations of motion. In one of them, the spacecraft's angular velocity component relative to the axis, for which the measurements are absent, is nonzero. The estimates of the regions of attraction are obtained for these steady-state solutions by numerical calculations. A simple technique is suggested that allows one to eliminate the initial conditions of the angular velocity damping mode from the attraction region of an undesirable solution. Several realizations of this mode that have taken place are reconstructed. This reconstruction was carried out using approximations of telemetry values of the angular velocity components and the total angular momentum of flywheels, obtained at the non-standard situation, by solutions of the equations of spacecraft's rotational motion.
机译:当没有测量到航天器相对于其机体轴线之一的角速度分量的测量值时,将考虑航天器(地球卫星)的非标准情况。角速度测量用于通过飞轮控制航天器的姿态运动。出现的问题是在没有必要的测量的情况下研究标准控制算法的操作。在这项工作中,解决了确保航天器角速度衰减的算法的问题。示出了并非在所有初始运动条件下这种阻尼都是可能的。在一般情况下,会实现两种可能的最终模式之一,每种最终模式都由运动方程的稳定稳态解来描述。其中之一是,航天器相对于轴的角速度分量(不存在测量值)为非零。通过数值计算获得了这些稳态解的吸引区域的估计值。提出了一种简单的技术,该技术可以从不良解决方案的吸引区域中消除角速度阻尼模式的初始条件。重构了该模式的几种实现。通过使用航天器旋转运动方程的解,在非标准情况下使用角速度分量的遥测值和飞轮的总角动量的近似值来执行此重构。

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  • 来源
    《Cosmic research》 |2012年第4期|p.293-303|共11页
  • 作者

    A. A. Davydov; V. V. Sazonov;

  • 作者单位

    Khrunichev State Space Research-Production Center, Moscow;

    Keldysh Institute of Applied Mathematics, Russian Academy of Sciences, Moscow;

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  • 正文语种 eng
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