Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman

Geoid is vital information in the determination of orthometric height via GNSS levelling. Based on the ellipsoidal height observed by GNSS, the accurate orthometricheight can be easily computed by adding precise and accurate geoid model information. This will particularly enable the users to replace...

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Main Author: Hj Sulaiman, Saiful Aman
Format: Thesis
Language:English
Published: 2016
Online Access:https://ir.uitm.edu.my/id/eprint/17791/1/TP_SAIFUL%20AMAN%20HJ%20SULAIMAN%20AP%2016_5.pdf
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spelling my-uitm-ir.177912018-09-24T07:04:34Z Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman 2016 Hj Sulaiman, Saiful Aman Geoid is vital information in the determination of orthometric height via GNSS levelling. Based on the ellipsoidal height observed by GNSS, the accurate orthometricheight can be easily computed by adding precise and accurate geoid model information. This will particularly enable the users to replace the traditional orthometric height determination techniques to become faster and more cost effective. The Peninsular Malaysia Seamless Geoid Model 2014 (PMSGM2014) is the first geoid model computed based on the Least Square Modification of Stokes' (LSMS) approach. In spite of the available land observation gravity data is sparse and not well distributed, however the PMSGM2014 is successfully constructed as accurately as possible. Based on the literature review, the LSMS is the most appropriate approach in determination of geoid model. However, even with a good approach, the accuracy of the geoid model is totally depends on the quality of the data. In this study, development of gravimetric database is the priority because of an accurate data is required in determination of geoid model using LSMS. The procedure for evaluating, selecting, removing blunders, combining and re-gridding the surface gravity anomalies from land observed gravity, marine ship track and Global Geopotential Model (GGM) and Satellite Altimetry model data has been developed. The cleaning and quality control for the gravimetric database was based on the cross validation approach combined with Kriging spatial interpolation method. The limits of Peninsular Malaysia Gravimetric database are Latitudes S 3° 00' - N 10° 00' and Longitudes E96° 00' - El08° 00'.The gravimetric geoid model for the Peninsular Malaysia was computed based on LSMS with Additive Correction (AC)… 2016 Thesis https://ir.uitm.edu.my/id/eprint/17791/ https://ir.uitm.edu.my/id/eprint/17791/1/TP_SAIFUL%20AMAN%20HJ%20SULAIMAN%20AP%2016_5.pdf text en public phd doctoral Universiti Teknologi MARA Faculty of Architecture, Planning and Surveying
institution Universiti Teknologi MARA
collection UiTM Institutional Repository
language English
description Geoid is vital information in the determination of orthometric height via GNSS levelling. Based on the ellipsoidal height observed by GNSS, the accurate orthometricheight can be easily computed by adding precise and accurate geoid model information. This will particularly enable the users to replace the traditional orthometric height determination techniques to become faster and more cost effective. The Peninsular Malaysia Seamless Geoid Model 2014 (PMSGM2014) is the first geoid model computed based on the Least Square Modification of Stokes' (LSMS) approach. In spite of the available land observation gravity data is sparse and not well distributed, however the PMSGM2014 is successfully constructed as accurately as possible. Based on the literature review, the LSMS is the most appropriate approach in determination of geoid model. However, even with a good approach, the accuracy of the geoid model is totally depends on the quality of the data. In this study, development of gravimetric database is the priority because of an accurate data is required in determination of geoid model using LSMS. The procedure for evaluating, selecting, removing blunders, combining and re-gridding the surface gravity anomalies from land observed gravity, marine ship track and Global Geopotential Model (GGM) and Satellite Altimetry model data has been developed. The cleaning and quality control for the gravimetric database was based on the cross validation approach combined with Kriging spatial interpolation method. The limits of Peninsular Malaysia Gravimetric database are Latitudes S 3° 00' - N 10° 00' and Longitudes E96° 00' - El08° 00'.The gravimetric geoid model for the Peninsular Malaysia was computed based on LSMS with Additive Correction (AC)…
format Thesis
qualification_name Doctor of Philosophy (PhD.)
qualification_level Doctorate
author Hj Sulaiman, Saiful Aman
spellingShingle Hj Sulaiman, Saiful Aman
Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
author_facet Hj Sulaiman, Saiful Aman
author_sort Hj Sulaiman, Saiful Aman
title Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
title_short Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
title_full Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
title_fullStr Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
title_full_unstemmed Gravimetric geoid model determination for Peninsular Malaysia using least squares modification of stokes / Saiful Aman Hj Sulaiman
title_sort gravimetric geoid model determination for peninsular malaysia using least squares modification of stokes / saiful aman hj sulaiman
granting_institution Universiti Teknologi MARA
granting_department Faculty of Architecture, Planning and Surveying
publishDate 2016
url https://ir.uitm.edu.my/id/eprint/17791/1/TP_SAIFUL%20AMAN%20HJ%20SULAIMAN%20AP%2016_5.pdf
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