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利用GRACE时变重力数据推算日长变化

VARIATIONS OF LOD INFERRED FROM TEMPORAL GRACE GRAVITY DATA
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摘要 讨论了月时变二阶位系数对地球主惯性矩、主惯性轴以及日长变化的影响,利用小波分析方法处理了GRACE月平均重力场的二阶位系数,消除了数据中的突跳和噪声。对比了基于处理前和处理后的二阶系数所得到的地球主惯性矩和主惯性轴,且基于处理后的数据给出了日长变化。计算结果表明,与月时变地球主惯性矩和主惯性轴相关的地球系统的质量迁移使得日长在近6年内有所缩短。 The impacts of the temporal second-order potential coefficients on the Earth' s principal axes and moments of inertia as well as variations of length of day (LOD) are studied. By using the wavelet analysis and adoption the monthly-averaged GRACE gravity model, the second-order potential coefficients were processed and the jumps and noises presented in these data were removed. After comparing the Earth' s principal axes and moments of inertia obtained from the processed with those from the non-processed coefficients, the associated variations of LOD were obtained based on the processed data. Numerical calculation results show that the mass redistribution related to the monthly temporal principal axes and moments of inertia could lead to a decreasing tendency of LOD during the recent 6 years.
出处 《大地测量与地球动力学》 CSCD 北大核心 2009年第3期119-124,共6页 Journal of Geodesy and Geodynamics
基金 地球空间环境与大地测量教育部重点实验室开放基金(08-02-02) 测绘遥感信息工程国家重点实验室专项科研经费 武汉大学优秀博士学位论文培育基金 国家863项目(2006AA12Z211)
关键词 GRACE卫星系统 二阶位系数 小波分析 地球主惯性矩 日长变化 GRACE satellite system second-order potential coefficients wavelet analysis Earth' s principal axes variations of LOD ( lengh of day)
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  • 1HEISKANEN W A, MORITZ H P. Geodesy[M].San Francisco, California and London, UK: W H Freeman and Company, 1967.
  • 2MORITZ H, MUELLER I I. Earth Rotation/Theory and Observation[M]. Ungar/New York: The Ungar Publishing Company, 1987.
  • 3MARCHENKO A N, ABRIKOSOV O A. Evolution of the Earth's Principal Axes and Moments of Inertia:the Canonical Form of Solution [J]. Journal of Geodesy, 2001, 74:655-669.
  • 4LEMOINE F G, KENYON S C,et al. The Development of the Joint NASA GSFC and the National Imagery and Mapping Agency (NIMA) Geopotential Model EGM96[R]. Maryland: Goddard Space Flight Center, 1998.
  • 5Preliminary Solution for Some Mechanical and Geometrical Parameters of the Earth [ EB/OL]. http://people. polyet. lviv. ua/sc5/sc5/results/constants/constants. htm.
  • 6GROTEN E. Parameters of Common Relevance of Astronomy, Geodesy, and Geodynamics[J]. Journal of Geodesy, 2000,74,134-140.
  • 7NIMA. World Geodetic System 1984, Its Definition and Relationships with Local Geodetic Systems[ R].National Imagery and Mapping Agency Technical Report, NIMA TR8350.2, Third Edition Amendment 1, 3 January 2000.
  • 8CODATA Value: Newtonian constant of gravitation,The NIST Reference on Constants, Units, and Uncertainty[ EB/OL]. http://physics.nist.gov/.
  • 9BURSA M. Luni-Solar Precession Constant and Accuracy of the Earth's Principal Moments of Inertia[J].Studia Geoph, Et geod. 1982,26.
  • 10MCCATHY D D, PETIT G. IERS Conventions (2003)[R]. IERS Technical Notes 32,2003.

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