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Disturbance compensating control of orbit radially aligned two-craft Coulomb formation

机译:径向对准的两飞行器库仑编队对轨道的干扰补偿控制

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摘要

This paper investigates the orbit radial stabilization of a two-craft virtual Coulomb structure about circular orbits and at Earth–Moon libration points. A generic Lyapunov feedback controller is designed for asymptotically stabilizing an orbit radial configuration about circular orbits and collinear libration points. The new feedback controller at the libration points is provided as a generic control law in which circular Earth orbit control form a special case. This control law can withstand differential solar perturbation effects on the two-craft formation. Electrostatic Coulomb forces acting in the longitudinal direction control the relative distance between the two satellites and inertial electric propulsion thrusting acting in the transverse directions control the in-plane and out-of-plane attitude motions. The electrostatic virtual tether between the two craft is capable of both tensile and compressive forces. Using the Lyapunov’s second method the feedback control law guarantees closed loop stability. Numerical simulations using the non-linear control law are presented for circular orbits and at an Earth–Moon collinear libration point.
机译:本文研究了围绕圆形轨道并在地球-月亮释放点的两飞行器虚拟库仑结构的轨道径向稳定性。通用的Lyapunov反馈控制器设计用于渐近稳定围绕圆形轨道和共线解放点的轨道径向构型。解放点的新反馈控制器作为通用控制定律提供,其中圆形地球轨道控制形成了特例。该控制定律可以承受两架飞机编队对太阳的微扰作用。沿纵向作用的静电库仑力控制两个卫星之间的相对距离,沿横向作用的惯性电推进推力控制平面内和平面外姿态运动。两种飞行器之间的静电虚拟系绳能够承受拉力和压力。使用李雅普诺夫(Lyapunov)的第二种方法,反馈控制律可确保闭环稳定性。提出了使用非线性控制定律的数值模拟,用于圆轨道和地月共线释放点。

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