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JASON-2??????λ????仯?????1 cm?????????
引用本文:马洋,欧吉坤,袁运斌.JASON-2??????λ????仯?????1 cm?????????[J].大地测量与地球动力学,2015,35(2):186-189.
作者姓名:马洋  欧吉坤  袁运斌
作者单位:1. 中国科学院测量与地球物理研究所大地测量与地球动力学国家重点实验室,武汉市徐东大街340号,430077;中国科学院大学,北京市玉泉路甲19号,100049
2. 中国科学院测量与地球物理研究所大地测量与地球动力学国家重点实验室,武汉市徐东大街340号,430077
摘    要:????JASON\|2????1 a?????????GPS?????????????????????в?????JASON\|2???????????λ????仯??PCV????????????????????????????????????JASON\|2??PCV?????в???????????????????PCV???JASON\|2??1 a?????????????????в????????????ζ???????JPL?????????????????????????????????????,????PCV???????JASON\|2????????????????????????????????3D RMS???2.5 cm??????RMS?1.0 cm????????

关 键 词:????????LEO??  JASON\  2  ???????  ???????  ??λ????仯  

Antenna Phase Center Variation Estimation of JASON-2 and Its Precise Orbit Determination towards 1 cm
MA Yang,OU Jikun,YUAN Yunbin.Antenna Phase Center Variation Estimation of JASON-2 and Its Precise Orbit Determination towards 1 cm[J].Journal of Geodesy and Geodynamics,2015,35(2):186-189.
Authors:MA Yang  OU Jikun  YUAN Yunbin
Abstract:JASON\|2, which was launched on June 20, 2008, has been in operation for more than 5 years. As the processor of T/P and JASON\|1 satellite, the radial accuracy of the JASON\|2 orbit must be better than 1.5 cm, in order to continue the altimeter observations of T/P and JASON\|1 satellite. In this work, the antenna phase center variation of JASON\|2, based on residuals of GPS ionosphere\|free observations from January 1, 2012 to December 31, 2012, is modeled. The accuracy of the precise orbit of JASON\|2 achieved with the reduced dynamic method is assessed by comparison with the precise orbit ephemeris (POE) from JPL, orbit overlaps, and post\|fit residuals. Results show that strategies used by this paper can improve orbit accuracy and that the orbits achieved are stable and reliable. The 3D RMS of JASON\|2 orbit difference is about 2.5 cm and the RMS of radial direction of JASON\|2 reaches 1.0 cm.
Keywords:low earth orbiters (LEO)  JASON-2 precise orbit determination  reduced-dynamic  phase center variation
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