2018
DOI: 10.5194/isprs-archives-xlii-4-w9-27-2018
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Establishment of New Fitted Geoid Model in Universiti Teknologi Malaysia

Abstract: <p><strong>Abstract.</strong> The purpose of this study is to produce fitted geoid for Universiti Teknologi Malaysia (UTM), Johor Bahru by using precise levelling and 3D GNSS control network technique. This study focuses on the theory, computation method and analysis of fitted geoid around Universiti Teknologi Malaysia. The computation of accuracy fitted geoid model is based on the GNSS levelling and Precise Levelling. The achieved accuracy of UTM Fitted Geoid Model is at 8<span class="thi… Show more

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Cited by 6 publications
(6 citation statements)
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“…The RTM effects on the gravity anomaly and the height anomaly were computed using the GRAVSOFT TC program, with a radius of 20 km for the detailed DTM and 200 km for the coarse grid. Thus, we need three models to calculate the RTM effects with TC program; these are the detailed (SRTM3arc), coarse, and reference DTMs in Ismail et al (2018) which the reference height grid was estimated by lowpass filtering the detailed DTM in order to represent the topographic signal above the maximum degree of the GGM used (Forsberg 1984). The coarse and reference DTM models were created as follows:…”
Section: Quasigeoid Determination Methodologymentioning
confidence: 99%
“…The RTM effects on the gravity anomaly and the height anomaly were computed using the GRAVSOFT TC program, with a radius of 20 km for the detailed DTM and 200 km for the coarse grid. Thus, we need three models to calculate the RTM effects with TC program; these are the detailed (SRTM3arc), coarse, and reference DTMs in Ismail et al (2018) which the reference height grid was estimated by lowpass filtering the detailed DTM in order to represent the topographic signal above the maximum degree of the GGM used (Forsberg 1984). The coarse and reference DTM models were created as follows:…”
Section: Quasigeoid Determination Methodologymentioning
confidence: 99%
“…Once the geoid height is known, the orthometric height (H) can be measured based on the MyGeoid model, i.e., the Malaysian geoid model (Equation (1)). The geoid determination of Malaysia is based on gravimetry (airborne, surface, and satellite altimetry), which is located downward relative to the surface of the topography, after removal of a spherical harmonic reference field expansion [48,49]. The orthometric height is simplified as the difference between the geoid height and ellipsoidal height, as shown in Equation (1): H = h − N, where H = orthometric height;h = ellipsoidal height;N = geoid height.…”
Section: Methodsmentioning
confidence: 99%
“…Computation of bias. Observed Geoid heights, 𝑁 𝑔𝑛𝑠𝑠 may be computed from spirit-levelled orthometric heights, 𝐻 and GNSS-measured ellipsoidal heights, ℎ using the famous equation [27]: -…”
Section: Comparison With Gnss-levelled Heightsmentioning
confidence: 99%
“…Equation (2) was used to determine the model-derived geoid undulations implied by the GGMs. The differences or bias for each GGM was computed for statistical analysis using the following equation [27]: -…”
Section: Comparison With Gnss-levelled Heightsmentioning
confidence: 99%
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