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常用对流层延迟修正模型的适用性分析及精化 被引量:4

Applicability analysis and refinement of tropospheric delay correction models
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摘要 针对不同对流层延迟模型的改正精度不同的问题,该文利用中国地区4个测站2015年的气象数据和天顶总延迟(ZTD)数据,研究了3种对流层延迟模型(萨斯塔莫宁(Saastamoinen)、SAAS和勃兰克(Black))在不同典型区域和不同季节的精度;在考虑Hopfield模型的纬度和周年周期特性的基础上,给出了一个新的HLD(Hopfield-Latitude-Day)模型。结果表明,3种经典模型中,Black模型的精度最高,SAAS模型次之,Hopfield模型最差。特别是在高海拔地区,以上特征更加明显。3种模型的数值精度均具有明显的季节性特征,冬季改正效果优于夏季。在低海拔地区,HLD模型的精度得到了明显提高,与同等条件下的3种经典模型相比,其精度分别提升了42.2%、40.2%和31.3%。 Aiming at the problem of different correction accuracy of different tropospheric delay models, the accuracy of three tropospheric delay models(Hopfield, SAAS and Black) in different typical regions and seasons was studied by using the meteorological data and zenith total delay(ZTD) data of four stations in China in 2015. Considering the latitude and annual period characteristics of Hopfield model, a new model called Hopfield-Latitude-Day model was given in this paper. The results showed that among the three classical models, Black model had the highest accuracy, SAAS model was the second, and Hopfield model was the worst. Especially in high altitude areas, the above characteristics were more obvious. The numerical accuracy of the three models had obvious seasonal characteristics, and the correction effect in winter was better than that in summer. Compared with the three classical models under the same conditions, the accuracy of HLD model was improved by 42.2%,40.2% and 31.3% respectively.
作者 谭勇 姚宜斌 TAN Yong;YAO Yibin(School of Geodesy and Geomatics,Wuhan University,Wuhan 430079,China)
出处 《测绘科学》 CSCD 北大核心 2022年第6期15-20,共6页 Science of Surveying and Mapping
关键词 对流层延迟 HLD模型 HOPFIELD模型 Saastamoinen模型 Black模型 tropospheric delay HLD model Hopfield model Saastamoinen model Black model
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  • 1陈小明,刘基余.GPS动态定位的对流层改正模型[J].导航,1996,32(2):44-46. 被引量:2
  • 2Brunner F K, Welsch W M. Effect of the troposphere on GPS measurements [J]. GPS World, 1993,4(1) :42-51.
  • 3Van Der Marel H. Virtual GPS reference stations in the netherlands [C]//Proceedings ION GPS-98, Nashville, 1998 : 49-58.
  • 4Hopfield H S. Applied Phys. lab report CPO 15[R]. Baltimore, Maryland: Johns Hopkins University, 1972.
  • 5Hopfield H S. Two-quadratic tropospheric refractivity profile for correcting satellite data[J] Journal of Geophysical Research, 1969,74(18) : 4487-4499.
  • 6Hopfield H S. Tropospheric effect on electromagtically measured range: prediction from surface weather data[J]. Rad Sci. , 1971(6) : 357-367.
  • 7Saastamoinen J. Contributions to theory of atmospheric refraction[J] Journal of Geodesy, 1972,105 (1) :279-298.
  • 8Saastamoinen J. Introduction to practical computation of astronomical refraetion[J]. Journal of Geodesy, 1972,106(1) : 383-397.
  • 9Saastamoinen J. Contributions to the theory of atmospheric refraction Part II. Refraction corrections in satellite geodesy[J]. Journal of Geodesy, 1973, 107(10) : 13-34.
  • 10Janes H W, langley R B, Newby S P. Analysis of tropospheric delay prediction models: comparisons with ray-tracing and implications for GPS relative positioning[J]. Journal of Geodesy, 1991 (65) : 151- 161.

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