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引用本文:翟振和,孙中苗.�����������ƽ�������쳣��������г����[J].大地测量与地球动力学,2010,30(2):137-140.
作者姓名:翟振和  孙中苗
作者单位:西安测绘研究所,西安,710054
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SPHERICAL HARMONIC ANALYSIS OF ERROR PROPAGATION BETWEEN MEAN GRAVITY ANOMALY AND SEA SURFACE HEIGHT DATA
Zhai Zhenhe,Sun Zhongmiao.SPHERICAL HARMONIC ANALYSIS OF ERROR PROPAGATION BETWEEN MEAN GRAVITY ANOMALY AND SEA SURFACE HEIGHT DATA[J].Journal of Geodesy and Geodynamics,2010,30(2):137-140.
Authors:Zhai Zhenhe  Sun Zhongmiao
Institution:Xi’an Institute of Surveying and Mapping, Xi’an 710054
Abstract:The error propagation formulae between sea surface height and mean gravity anomaly are established by using spherical harmonic method. With these formulae, the accuracies of different resolution of mean gravity anomaly are computed. The computation results show that the spherical harmonic method has the same effects as the traditional inverse Stokes method and could be a reference mean for satellite altimetry accuracy design. The point that should be concerned is that the truncated error will increase quickly with the resolution falling, especially for the resolution smaller than 5′,so the accuracies of mean gravity anomaly could be estimated worse than the actual results.
Keywords:sea surface height  mean gravity anomaly  error analysis  truncated error  spherical harmonic method
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