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Satellite Formation Design in Orbits of High Eccentricity for Missions with Performance Criteria Specified over a Region of Interest

机译:指定目标区域性能标准的任务在高偏心率轨道上的卫星编队设计

摘要

Several methods are presented for the design of satellite formations for science missions in high-eccentricity reference orbits with quantifiable performance criteria specified throughout only a portion the orbit, called the Region of Interest (RoI). A modified form of the traditional average along-track drift minimization condition is introduced to account for the fact that performance criteria are only specified within the RoI, and a robust formation design algorithm (FDA) is defined to improve performance in the presence of formation initialization errors. Initial differential mean orbital elements are taken as the design variables and the Gim-Alfriend state transition matrix (G-A STM) is used for relative motion propagation. Using mean elements and the G-A STM allows for explicit inclusion of J2 perturbation effects in the design process. The methods are applied to the complete formation design problem of the NASA Magnetospheric Multiscale (MMS) mission and results are verified using the NASA General Mission Analysis Tool (GMAT). Since satellite formations in high-eccentricity orbits will spend long times at high altitude, third-body perturbations are an important design consideration as well. A detailed analytical analysis of third-body perturbation effects on satellite formations is also performed and averaged dynamics are derived for the particular case of the lunar perturbation. Numerical results of the lunar perturbation analysis are obtained for the example application of the MMS mission and verified in GMAT.
机译:提出了几种设计用于高偏心率参考轨道上的科学任务的卫星编队的方法,这些方法仅在整个轨道的一部分(即感兴趣区域(RoI))中指定了可量化的性能标准。引入了传统平均沿航迹漂移最小化条件的修改形式,以说明以下事实:仅在RoI中指定性能标准,并且定义了鲁棒的编队设计算法(FDA)以在存在编队初始化的情况下提高性能错误。将初始微分平均轨道元素作为设计变量,并使用Gi​​m-Alfriend状态转换矩阵(G-A STM)进行相对运动传播。使用均值元素和G-A STM可以在设计过程中明确包含J2扰动效应。将该方法应用于NASA磁层多尺度(MMS)任务的完整编队设计问题,并使用NASA通用任务分析工具(GMAT)验证了结果。由于高偏心度轨道上的卫星编队将在高空长时间停留,因此第三体扰动也是一个重要的设计考虑因素。还进行了第三体摄动对卫星编队的影响的详细分析分析,并针对月球摄动的特定情况得出了平均动力学。 MMS任务的示例应用获得了月球摄动分析的数值结果,并在GMAT中进行了验证。

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    Roscoe Christopher;

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  • 年度 2013
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