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A shadow function model based on perspective projection and atmospheric effect for satellites in eclipse

机译:基于透视投影和Eclipse卫星的透视投影和大气效果的阴影功能模型

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Accurate Solar Radiation Pressure (SRP) modelling is critical for correctly describing the dynamics of satellites. A shadow function is a unitless quantity varying between 0 and 1 to scale the solar radiation flux at a satellite's location during eclipses. Errors in modelling shadow function lead to inaccuracy in SRP that degrades the orbit quality. Shadow function modelling requires solutions to a geometrical problem (Earth's oblateness) and a physical problem (atmospheric effects). This study presents a new shadow function model (PPM_atm) which uses a perspective projection based approach to solve the geometrical problem rigorously and a linear function to describe the reduction of solar radiation flux due to atmospheric effects. GRACE (Gravity Recovery And Climate Experiment) satellites carry accelerometers that record variations of non-conservative forces, which reveal the variations of shadow function during eclipses. In this study, the PPM_atm is validated using accelerometer observations of the GRACE-A satellite. Test results show that the PPM_atm is closer to the variations in accelerometer observations than the widely used SECM (Spherical Earth Conical Model). Taking the accelerometer observations derived shadow function as the "truth", the relative error in PPM_atm is -0.79% while the SECM 11.07%. The influence of the PPM_atm is also shown in orbit prediction for Galileo satellites. Compared with the SECM, the PPM_atm can reduce the radial orbit error RMS by 5.6 cm over a 7-day prediction. The impacts of the errors in shadow function modelling on the orbit remain to be systematic and should be mitigated in long-term orbit prediction. (C) 2018 COSPAR. Published by Elsevier Ltd. All rights reserved.
机译:精确的太阳辐射压力(SRP)建模对于正确描述卫星的动态至关重要。阴影函数是0到1之间的无单无单数量,以在日食期间划分卫星位置的太阳辐射通量。模拟阴影函数中的错误导致SRP中的不准确性,从而降低了轨道质量。阴影功能建模需要解决几何问题(地球尺寸)和物理问题(大气效应)。本研究介绍了一种新的荫函数模型(PPM_ATM),它使用基于透视投影的方法来解决严格的几何问题,并且是由于大气效应而描述了太阳辐射通量的降低的线性函数。 Grace(重力恢复和气候实验)卫星携带加速度计记录了非保守力的变化,这揭示了日食期间阴影功能的变化。在本研究中,使用Grace-A卫星的加速度计观察验证PPM_ATM。测试结果表明,PPM_ATM比广泛使用的SECM(球形地球圆锥模型)更接近加速度计观察的变化。采用加速度计观察导出的影子函数作为“真相”,PPM_ATM中的相对误差为-0.79%,而SECM 11.07%。 PPM_ATM对伽利略卫星的轨道预测也显示了PPM_ATM的影响。与SECM相比,PPM_ATM可以在7天预测上将径向轨道误差RMS减少5.6厘米。轨道函数建模误差对轨道的影响仍然是系统的,应该在长期轨道预测中减轻。 (c)2018 Cospar。 elsevier有限公司出版。保留所有权利。

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