A study of different wavelength spectral components of the gravity field derived from various terrestrial data sets

被引:0
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作者
E. Szűcs
G. Papp
J. Benedek
机构
[1] Hungarian Academy of Sciences,Geodetic and Geophysical Institute, Research Centre for Astronomy and Earth Sciences
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关键词
Degree variances; Covariance analysis; Gravity anomaly; Deflections of the vertical; Gravity gradients;
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摘要
In the general scheme of gravity field modelling long-, medium- and short-wavelength constituents of the gravity field derived from e.g. geopotential model, terrestrial data and digital terrain model respectively, are routinely combined. In this study, spectral characteristics of terrestrial data sets are investigated. The estimation of spectral sensitivity of gravity related quantities such as gravity anomaly, vertical deflections and gravity gradients was accomplished through Fourier PSD and covariance analysis depending on the spatial distribution of data points. The information content of the estimated spectra were validated on global and local levels to access their further utilization. The spectra were compared to the 1D spectrum of the gravitational field derived from spherical harmonic coefficients using a high resolution global gravitational model as well as to an analytical approximation. Besides the frequency domain investigations the information content regarding the different wavelength structure comprised in terrestrial and EGM2008 model is investigated in the space domain based on covariance analysis. As a combined validation process the gravity degree variances were transformed to the necessary auto- and cross covariance functions to predict geoid height from gravity anomaly, which ensures an independent validation process of the computed spectrum. Based on the spectral characteristics of terrestrial measurement spectral weights for spectral combination were derived involving global gravity field model, gravity and gravity gradient data in gravity field modelling. To determine the geoid in the whole spectral band the specific integral kernels in the spectral domain should be modified using the suggested spectral weights.
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页码:327 / 342
页数:15
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