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ITRS/J2000坐标转换误差及其对掩星反演的影响分析
引用本文:董启甲,程艳,周中华,许嵩,卿芸,汪文君.ITRS/J2000坐标转换误差及其对掩星反演的影响分析[J].大地测量与地球动力学,2021,41(5):530-534.
作者姓名:董启甲  程艳  周中华  许嵩  卿芸  汪文君
作者单位:航天恒星科技有限公司,北京市温阳路,100194;应急管理部国家自然灾害防治研究院,北京市安宁庄路1号,100085;中国地震局地震研究所,武汉市洪山侧路40号,430071
摘    要:分别对ITRS/J2000转换过程中的极移/潮汐章动、常数偏差矩阵等误差造成的影响进行分析,并分析季节变化、太阳活动、地磁活动等对坐标转换精度的影响。对2019年的IGS精密星历数据进行ITRS地固系转J2000惯性系坐标分析表明,潮汐章动造成的坐标转换误差为0.44 m,春季坐标转换误差(0.23 mm)是其他季节的约3倍;常数偏差矩阵对坐标转换误差可造成1.7 m的影响。对中性大气掩星反演的轨道转换加入误差改正项进行分析表明,潮汐章动和常数偏差矩阵对反演的温度产品分别造成0.09 K和0.19 K的误差影响。建议在进行GNSS无线电掩星反演中采用潮汐章动的高频改正,并且在ITRS/J2000转换过程中推荐将常数偏差矩阵进行旋转处理。

关 键 词:ITRS  J2000  坐标转换  极移和潮汐章动  掩星反演  

Analysis of ITRS to J2000 Coordinate System Conversion Error and Its Influence on Occultation Inversion
DONG Qijia,CHENG Yan,ZHOU Zhonghua,XU Song,QING Yun,WANG Wenjun.Analysis of ITRS to J2000 Coordinate System Conversion Error and Its Influence on Occultation Inversion[J].Journal of Geodesy and Geodynamics,2021,41(5):530-534.
Authors:DONG Qijia  CHENG Yan  ZHOU Zhonghua  XU Song  QING Yun  WANG Wenjun
Abstract:We analyze the influence of errors such as pole shift, tidal nutation, and constant deviation matrix in the process of ITRS to J2000, and analyze the impact of seasonal changes, solar activities, geomagnetic activities, etc. on the accuracy loss of coordinate conversion. The coordinate analysis of the IGS precision ephemeris data of 2019 shows that the coordinate conversion error caused by the tide and nutation is 0.44 m, the spring coordinate conversion error is 0.23 mm, and the spring coordinate conversion error is about 3 times that of summer, autumn and winter. The constant deviation matrix can affect the coordinate conversion error by 1.7 m. The error correction term is added to the orbit conversion of the neutral atmosphere occultation inversion. The tidal nutation and the constant deviation matrix cause the error effects of 0.09 K and 0.19 K respectively on the inverted temperature products. It is recommended to use the high frequency correction of tidal nutation in the inversion of GNSS radio occultation, and it is recommended to perform a constant deviation matrix for rotation processing during the conversion of ITRS to J2000.
Keywords:ITRS  J2000  coordinate conversion  polar shift and precession nutation  occultation inversion  
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