The transformation between τ and TCB for deep space missions under IAU resolutions  被引量:2

The transformation between τ and TCB for deep space missions under IAU resolutions

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作  者:Xue-Mei Deng 

机构地区:[1]Purple Mountain Observatory, Chinese Academy of Sciences, Nanjing 210008, China

出  处:《Research in Astronomy and Astrophysics》2012年第6期703-712,共10页天文和天体物理学研究(英文版)

基  金:funded by the National Natural Science Foundation of China (Grant Nos. 11103085 and 11178006)

摘  要:For tracking spacecraft and performing radio science, the transformation between the proper time (τ) given by a clock carried onboard a spacecraft and the barycentric coordinate time (TCB) is investigated under IAU resolutions. In order to more clearly demonstrate manifestations of a physical model and improve computa- tional efficiency, an analytic approach is adopted. After numerical verification, it is confirmed that this method is adequate to describe a Mars orbiter during one year, and is particularly good at describing the influence from perturbing bodies. Further analyses demonstrate that there are two main effects in the transformation: the gravi- tational field of the Sun and the velocity of the spacecraft in the barycentric coordinate reference system. The combined contribution of these effects is at the level of a few sub-seconds.For tracking spacecraft and performing radio science, the transformation between the proper time (τ) given by a clock carried onboard a spacecraft and the barycentric coordinate time (TCB) is investigated under IAU resolutions. In order to more clearly demonstrate manifestations of a physical model and improve computa- tional efficiency, an analytic approach is adopted. After numerical verification, it is confirmed that this method is adequate to describe a Mars orbiter during one year, and is particularly good at describing the influence from perturbing bodies. Further analyses demonstrate that there are two main effects in the transformation: the gravi- tational field of the Sun and the velocity of the spacecraft in the barycentric coordinate reference system. The combined contribution of these effects is at the level of a few sub-seconds.

关 键 词:reference systems -- time -- method: analytical -- method: numerical-- space vehicles 

分 类 号:O242.23[理学—计算数学] P1[理学—数学]

 

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