Geoscience Reference
In-Depth Information
Sideris M (1990): Rigorous gravimetric terrain modelling using Molodensky's oper-
ator. Manuscripta geodaetica, 15: 97-106.
Sneeuw N, Gerlach C, Svehla D, Gruber C (2002): A first attempt at time-variable
gravity recovery from CHAMP using the energy balance approach. In: Tziavos
IN (ed): Gravity and geoid 2002. Proceedings of the Third Meeting of the
International Gravity and Geoid Commission, Thessaloniki, Greece, August
26-30, 237-242.
Spilker JJ (1996): GPS signal structure and theoretical performance. In: Parkinson
BW, Spilker JJ (eds): Global Positioning System: theory and applications,
vol 1. American Institute of Aeronautics and Astronautics, Washington DC,
57-119 (Progress in Astronautics and Aeronautics, vol 163).
Sunkel H (1977): Ein nichtiteratives Verfahren zur Transformation geodatischer Ko-
ordinaten. Osterreichische Zeitschrift fur Vermessungswesen und Photogram-
metrie, 64(1): 29-33.
Sunkel H (1980): A general surface representation module designed for geodesy.
Ohio State University, Department of Geodetic Sciences, Columbus, Ohio,
vol 292.
Sunkel H (1983): Geoidbestimmung: Berechnungen an der TU Graz, 2. Teil. In:
Osterreichische Kommission fur die Internationale Erdmessung (ed): Das Geo-
id in Osterreich. Geodatische Arbeiten Osterreichs fur die Internationale
Erdmessung, Neue Folge, vol III: 125-143.
Sunkel H, Bartelme N, Fuchs H, Hanafy M, Schuh W-D, Wieser M (1987): The
gravity field in Austria. In: Austrian Geodetic Commission (ed): The grav-
ity field in Austria. Geodatische Arbeiten Osterreichs fur die Internationale
Erdmessung, Neue Folge, vol IV: 47-75.
Telford WM, Geldart LP, Sheriff RE (1990): Applied geophysics, 2nd edition. Cam-
bridge University Press, Cambridge New York Port Chester Melbourne Syd-
ney.
Todhunter I (1873): A history of the mathematical theories of attraction and of the
figure of the earth from the time of Newton to that of Laplace. Macmillan,
London (reprint 1962 by Dover Publications, New York).
Tscherning CC (1976): Implementation of Algol-procedures for covariance compu-
tation on the RC 4000-computer. Danish Geodetic Institute, Copenhagen, vol
12.
Tscherning CC, Rapp RH (1974): Closed covariance expressions for gravity anoma-
lies, geoid undulations, and deflections of the vertical implied by anomaly
degree variance models. Ohio State University, Department of Geodetic Sci-
ences, Columbus, Ohio, vol 208.
Tziavos IN (ed): Gravity and geoid 2002. Proceedings of the Third Meeting of the
International Gravity and Geoid Commission, Thessaloniki, Greece, August
26-30.
Uotila UA (1960): Investigations on the gravity field and shape of the earth. Publi-
cations of the Isostatic Institute of the International Association of Geodesy,
Helsinki, vol 33.
Vening Meinesz FA (1928): A formula expressing the deflection of the plumb-line in
the gravity anomalies and some formulae for the gravity field and the grav-
ity potential outside the geoid. Proceedings of the Koninklijke Nederlandse
Akademie van Wetenschappen, 31(3): 315-331.
Search WWH ::




Custom Search