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Autonomous orbit control procedure, using a simplified GPS navigator and a new longitude phase drift prediction method, applied to the CBERS satellite

机译:自主轨道控制程序,使用简化的GPS导航仪和新的经度相位漂移预测方法,应用于CBERS卫星

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摘要

This paper presents a performance analysis of an autonomous orbit control procedure using a simplified GPS navigator (Galski et al., 2001), where the ground track drift of the satellite is estimated on-board with help of a recently developed approach (Orlando et al., 2009) that directly calculates the acceleration of the orbit ground track as a function of the solar and geomagnetic activity. The simplified navigation procedure improves the coarse geometric navigation solution provided by GPS receivers. This is done by using the GPS solutions as inputs (observations) for a real time Kalman filtering process. The orbital state vector is extended and includes the systematic error imposed to the GPS geometric solution by the changes in the set of satellites which are visible to the receiver. The simplified navigator has reduced computational cost, allowing it to be carried and executed on-board of spacecrafts. The improved outputs of this process are used in the computational implementation of an autonomous control system for the ground track drift of the spacecraft orbit. The behavior of the system is evaluated by means of orbit simulations using a CBERS-like phased remote sensing satellite. The aim of the paper is to verify if the coupled system is able to correctly calculate and perform variable size semi-major axis orbit increment maneuvers in order to keep the satellite ground track within its allowed limits (\ub14km).
机译:本文介绍了使用简化的GPS导航仪(Galski等,2001)对自主轨道控制程序的性能分析,其中,借助最新开发的方法(Orlando等,2005)对卫星的地面轨迹漂移进行了估计。 (2009年)。直接计算轨道地面轨道的加速度与太阳和地磁活动的关系。简化的导航过程改进了GPS接收器提供的粗略几何导航解决方案。这是通过将GPS解决方案用作实时卡尔曼滤波过程的输入(观测)来完成的。轨道状态向量得到扩展,并包括由于接收机可见的一组卫星的变化而施加到GPS几何解的系统误差。简化的导航器降低了计算成本,使其可以在航天器上携带和执行。该过程的改进输出用于航天器地面轨迹漂移的自主控制系统的计算实现。该系统的行为是通过使用类似CBERS的相控遥感卫星进行的轨道仿真来评估的。本文的目的是验证耦合系统是否能够正确计算并执行可变大小的半长轴轨道增量机动,以将卫星地面轨道保持在其允许的范围内(\ ub14km)。

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