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Estimation of Residual Microaccelerations on Board an Artificial Earth Satellite in the Monoaxial Solar Orientation Mode

机译:单轴太阳定向模式下人造地球卫星上残余微加速度的估计

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摘要

The mode of monoaxial solar orientation of a designed artificial Earth satellite (AES), intended for microgravitational investigations, is studied. In this mode the normal line to the plane of satellite's solar batteries is permanently directed at the Sun, the absolute angular velocity of a satellite is virtually equal to zero. The mode is implemented by means of an electromechanical system of powered flywheels or gyrodynes. The calculation of the level of microaccelerations arising on board in such a mode, was carried out by mathematical modeling of satellite motion with respect to the center of masses under an effect of gravitational and restoring aerodynamic moments, as well as of the moment produced by the gyrosystem. Two versions of a law for controlling the characteristic angular momentum of a gyrosystem are considered. The first version provides only attenuation of satellite's perturbed motion in the vicinity of the position of rest with the required velocity. The second version restricts, in addition, the increase in the accumulated angular momentum of a gyrosystem by controlling the angle of rotation of the satellite around the normal to the light-sensitive side of the solar batteries. Both control law versions are shown to maintain the monoaxial orientation mode to a required accuracy and provide a very low level of quasistatic microaccelerations on board the satellite.
机译:研究了拟用于微重力研究的人造地球卫星(AES)的单轴太阳定向模式。在这种模式下,到卫星太阳能电池平面的法线始终指向太阳,卫星的绝对角速度实际上等于零。该模式通过电动飞轮或陀螺仪的机电系统实现。在这种模式下产生的微加速度水平的计算是通过在重力和恢复空气动力学力矩以及由空气动力学力矩产生的力矩作用下相对于质心的卫星运动的数学模型进行的。陀螺仪。考虑了用于控制陀螺系统的特征角动量的两种定律。第一个版本仅以所需的速度衰减静止位置附近卫星的扰动。另外,第二种形式通过控制卫星围绕法线向太阳能电池的光敏侧的旋转角度来限制陀螺系统的累积角动量的增加。两种控制律版本均显示为将单轴定向模式保持在所需的精度,并在卫星上提供了非常低的准静态微加速度。

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  • 来源
    《Cosmic research》 |2013年第5期|342-349|共8页
  • 作者

    A. I. Ignatov; V. V. Sazonov;

  • 作者单位

    Khrunichev State Research and Production Space Center, Novozavodskaya st., 18, Moscow, 121087 Russia;

    Keldysh Institute of Applied Mathematics of the Russian Academy of Sciences, pl. Miusskaya 4, Moscow, 125047 Russia;

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