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Maneuver Planning of Geostationary Satellites Using Mean Orbital Elements

机译:使用平均轨道元素的地球静止卫星的操纵计划

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On the one hand, the satellite will deviate from its current orbit gradually, on the other hand, it will cause the satellite's motion to oscillate periodically. Generally speaking, the orbit maneuver of satellite is to adjust the average trend of its space motion to make its space position meet the requirements of load application at least for a period of time. The oscillation of satellite orbit elements changes in real time. Therefore, in order to realize precise maneuver planning, the amplitude of orbital elements oscillation before and after maneuver must be considered. The calculation of this amplitude is not simple and accurate. There are usually two methods, numerical method and analytical method. The cost of numerical method is very high, especially in the planning of complex maneuvering process, large-scale optimization solution requires multiple calculation of amplitude. Aiming at geostationary satellite (one of the most widely used satellite types), this paper uses an analytical method to calculate the amplitude of the satellite to realize the high-precision planning of the average motion of the satellite. The complex satellite maneuver planning problem is transformed into the boundary constraint optimization problem, and then solved by a simple and universal method. The simulation results verify the feasibility and accuracy of the proposed method for geostationary satellite maneuver planning.
机译:一方面,卫星将逐渐偏离电流轨道,另一方面,它将导致卫星的运动定期振荡。一般来说,卫星的轨道机动是调整其空间运动的平均趋势,使其空间位置至少满足负载应用的要求一段时间。卫星轨道元素的振荡实时变化。因此,为了实现精确的操纵计划,必须考虑机动前后轨道元素振荡的幅度。计算该幅度并不简单且准确。通常存在两种方法,数值方法和分析方法。数值方法的成本非常高,特别是在复杂的操纵过程的规划中,大规模优化解决方案需要多次计算幅度。针对地静止卫星(最广泛使用的卫星类型之一),本文采用了一种分析方法来计算卫星的幅度,以实现卫星平均运动的高精度规划。复杂的卫星机动规划问题转变为边界约束优化问题,然后通过简单且通用的方法解决。仿真结果验证了地球静止卫星机动规划所提出的方法的可行性和准确性。

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