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Specialized Coordinate Representation for Dynamic Modeling and Orbit Estimation of Geosynchronous Orbits

机译:地球同步轨道的动力学建模和轨道估计的专用坐标表示

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This study investigates dynamic modeling and orbit estimation of geosynchronous satellites using traditional andnspecialized orbit representations. Exact nonlinear variational equations for generally perturbed synchronousnelements are developed via Poisson brackets. A hybrid element set is also introduced to avoid numerical sensitivities.nNumerical propagation studies evaluate the precision and accuracy of inertial Cartesian, Keplerian, synchronous,nand hybrid element dynamic models. The suitability of approximating the synchronous element equations of motionnfor small eccentricity and inclination values is assessed. Results show that the hybrid and exact synchronous modelsnare consistent for large and small time steps and are of comparable accuracy to the inertial Cartesian model. Thenhybrid element model is further validated via an estimation analysis that processes multiple nights of experimentalnoptical data of the Tracking and Data Relay Satellite 8. The results show that the hybrid elements are suitable forngeosynchronous dynamic modeling and estimation.
机译:这项研究使用传统的和特殊的轨道表示方法研究了地球同步卫星的动态建模和轨道估计。通过泊松括号建立了通常被摄动的同步单元的精确非线性变分方程。为了避免数值敏感性,还引入了混合元素集。n数值传播研究评估了惯性笛卡尔,开普勒,同步,混合元素动力学模型的精度和准确性。对于小的偏心率和倾角值,评估了近似的运动同步元素方程的适用性。结果表明,混合模型和精确同步模型在较大和较小的时间步长上都一致,并且具有与惯性笛卡尔模型相当的精度。然后,通过估计分析进一步验证了混合元素模型,该估计分析处理了多个晚上的跟踪和数据中继卫星8的实验典型数据。结果表明,混合元素适用于非同步动态建模和估计。

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