2013
DOI: 10.1093/gji/ggt283
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Mutual evaluation of global gravity models (EGM2008 and GOCE) and terrestrial data in Amazon Basin, Brazil

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Cited by 35 publications
(21 citation statements)
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“…We have compared averaged free-air gravity anomalies with gravity anomalies computed from DIR-R5, EGM2008, GECO and TIM-R5 at d/o 90, 150, 200, 222, 234, and 250 (see Figure 3). Recall that the direct comparison of terrestrial and satellite gravity data (see panels (c) and (d) of Figure 2) does not take into consideration the varying frequencies, or as it were, assumes that the terrestrial data and satellite data have the same We have decided to select the coordinates of the smoothed gravity anomalies to coincide with the coordinates of the original data points as opposed to grid knots, as used in reference [5]. This decision was partly influenced by the likelihood of errors arising from resampling the original data into a grid.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
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“…We have compared averaged free-air gravity anomalies with gravity anomalies computed from DIR-R5, EGM2008, GECO and TIM-R5 at d/o 90, 150, 200, 222, 234, and 250 (see Figure 3). Recall that the direct comparison of terrestrial and satellite gravity data (see panels (c) and (d) of Figure 2) does not take into consideration the varying frequencies, or as it were, assumes that the terrestrial data and satellite data have the same We have decided to select the coordinates of the smoothed gravity anomalies to coincide with the coordinates of the original data points as opposed to grid knots, as used in reference [5]. This decision was partly influenced by the likelihood of errors arising from resampling the original data into a grid.…”
Section: Numerical Results and Discussionmentioning
confidence: 99%
“…Because GGMs are generally known to be very accurate in the low frequencies, LP filters have been used as a way of assessing systematic errors in ground-based gravity data [4,5] by filtering the terrestrial gravity data so that they can be compared with GGMs. Following Huang et al [4], an LP filter is generally given by the equation: ∆g…”
Section: The Gaussian Averaging Filtermentioning
confidence: 99%
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“…All reductions were made considering this 4,000 m height. As mentioned above, the formal error at the full resolution of the GOCE spherical harmonic expansion (N D 250) is estimated to be globally 5.1 mGal (Bomfim et al 2013). The GOCE derived gravity field presents an improvement with respect to existing gravity data, as has been shown in studies aimed at the evaluation of the GOCE field (Hirt et al 2011).…”
Section: The Reductions Of the Goce Gravity Fieldmentioning
confidence: 92%
“…After downward continuation of the observations to ground level the precision at 80 km wavelength is comparable to that of an aero gravimetric campaign (measurements accuracy near to 4 mGal), with the great bonus of having a global access to the observations (Braitenberg et al 2010). In fact the gravity anomaly error up to degrees 180, 200, and 250 derived from the cumulative error curves of the third generation GOCE only model TIM (Pail et al 2011) spherical harmonic expansion is 0.8 mGal, 1.5 mGal and 5.1 mGal respectively (Bomfim et al 2013). This does not imply that the aerogravimetric campaign cannot have greater spatial resolution, but it shows that at the long-wavelength end of the aero-gravimetric measurements the two observations are of similar precision.…”
Section: Introductionmentioning
confidence: 95%