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VATRT, V.; MACHOTKA, R.; BUDAY, M.
Original Title
Kronstadt Height Datum on the Territories of the Czech and Slovak Republics and its Connection to a Global Vertical Reference Frame
English Title
Type
Paper in proceedings (conference paper)
Original Abstract
ABSTRACT: The development of Global Vertical Reference Frame (GVRF) is an actual topic to be solved by the IAG (International Association of Geodesy). In the past was developed methodology for determining the vertical shift of Local Vertical Datums over areas covered by GNSS/levelling sites. This methodology was applied to the Kronstadt Height Datum (KHD) on the territory of the Czech and Slovak Republics. Using the gravity field models EGM2008 and EIGEN-6C4 and the four primary constants (GM – geocentric gravitational constants, ω – nominal value of the angular velocity of the Earth´s rotation, J2 - the second zonal Stokes geopotential harmonic coefficient, W0 – geoidal potential), the vertical shift of KHD to actual geopotential value W0= 62 636 856.0 m2s-2 and 62 636 854.0 m2s-2 has been determined. For solution above there is necessary to define the mean Earth´s level ellipsoid parameters.
English abstract
Keywords
Physical geodesy, global vertical reference frame
Key words in English
Authors
RIV year
2019
Released
16.04.2018
Publisher
Taylor & Francis group
Location
London
ISBN
978-1-138-58489-1
Book
Advances and Trends in Geodesy, Cartography and Geoinformatics: Proceedings of the 10th International Scientific and Professional Conference on Geodesy, Cartography and Geoinformatics (GCG 2017)
Pages from
139
Pages to
144
Pages count
6
BibTex
@inproceedings{BUT155553, author="Viliam {Vatrt} and Radovan {Machotka} and Michal {Buday}", title="Kronstadt Height Datum on the Territories of the Czech and Slovak Republics and its Connection to a Global Vertical Reference Frame", booktitle="Advances and Trends in Geodesy, Cartography and Geoinformatics: Proceedings of the 10th International Scientific and Professional Conference on Geodesy, Cartography and Geoinformatics (GCG 2017)", year="2018", number="1", pages="139--144", publisher="Taylor & Francis group", address="London", doi="10.1201/9780429505645-23", isbn="978-1-138-58489-1" }