Abstract
Synthetic gravity tide parameters (amplitude factors and phase leads) have been computed for the waves MF, Q1, O1, P1, K1, N2, M2, S2 and K2 in a worldwide 1° x 1° grid at 26995 grid points located mainly on land. The gravity tide parameters have been derived from gravity tide amplitudes of the Tamura (1987) tidal potential referring to a rigid Earth model, body tide amplitude factors using a model of an ocean-free, elastic, rotating, isotropic and ellipsoidal Earth with liquid outer core (Wahr 1981, Dehant 1987), and from ocean tide gravitation and load using a 1° x 1° ocean tide model (Schwiderski 1980). The synthetic gravity tide parameters have been compared at 31 European gravity tide stations selected from the data base DB92 of the International Center for Earth Tides (Melchior 1994) and show rms differences of 0.79% and 0.87% for the amplitude factors and 0.24° and 0.48° for the phase leads of the main waves 01 and M2 resp.
The synthetic gravity tide parameters have successfully been used to compute gravity tide corrections for the adjustment of the Unified European Gravity Network 1994 (Boedecker et al. 1994) and may be usefull for other gravity surveys in the future. They are made available to public domain together with a program to compute gravity tides using the tidal potential developments of Cartwright-Tayler-Edden (1973), Büllesfeld (1985) or Tamura (1987) by INTERNET electronic network:
The files wload.dat and wparm.dat have been compressed under UNIX operation system (wload.dat.Z 1681.930 kB and wparm.dat.Z 1397.799 kB) in order to speed up the file transfer. They have to be uncompressed after transfer to your computer (“uncompress wload.dat” and “uncompress wparm.dat”).
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References
BGI (1986). Worldwide 1° x 1° mean elevations and depths supplied on magnetic tape, Personal communication with Bureau Gravimetrique International, Toulouse.
Boedecker, G., I. Marson and H.-G. Wenzel (1994). The adjustment of the Unified European Gravity Network 1994 (UEGN 94), presented at the joint meeting of the International Gravity Commission and the International Geoid Commission, Graz.
Büllesfeld, F.-J. (1985). Ein Beitrag zur harmonischen Darstellung des gezeitenerzeugenden Potentials, Deutsche Geodätische Kommission C 314, München.
Cartwright, D.E. and A.C. Edden (1973). Corrected tables of tidal harmonics, Geophysical Journal of the Royal Astronomical Society 33, 253–264, Oxford.
Cartwright, D.E. and R.J. Tayler (1971). New computations of the tide generating potential, Geophysical Journal of the Royal Astronomical Society 23, 45–74, Oxford.
Dehant, V. (1987). Tidal Parameters for an Inelastic Earth, Physics of the Earth and Planetary Interiors 49, 97–116.
Farrel, W.E. (1972). Deformation of the Earth by surface loads, Ref. Geophys. Space Phys. 10, 761–797.
Knopoff, L., P.A. Rydelek, W. Zürn and D.C. Agnew (1989). Observations of load tides at the South Pole, Physics of the Earth and Planetary Interiors 54, 33–37.
Melchior, P. (1994). A new data bank for tidal gravity measurements (DB 92), Physics of the Earth and Planetary Interior 82, 125–155.
NN (1987). Conclusions made at the meeting of the working group on High Precision Tidal Data Processing, October 8–10, Bonn.
Rapp, R.H. (1983). Tidal gravity computations based on recommendations of the Standard Earth Tide Committee, Bulletin d’Informations Marées Terrestres 89, 5814–5819, Bruxelles.
Schwiderski, E. (1980). Ocean tides, Part I: Global ocean tidal equations, Part II: A hydrodynamical interpolation model, Marine Geodesy 3, 161–255.
Tamura, Y. (1987). A harmonic development of the tide-generating potential, Bulletin d’Informations Marées Terrestres 99, 6813–6855, Bruxelles.
Timmen, L. and H.-G. Wenzel (1994). Worldwide synthetic gravity tide parameters available on Internet, Paper accepted for publication by Bulletin d’Informations, Bureau Gravimetrique International ,Toulouse.
Wahr, J.M. (1981). Body tides on an elliptical, rotating, elastic and oceanless Earth, Geophysical Journal of the Royal Astronomical Society 64, 677–703.
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© 1995 Springer-Verlag Berlin Heidelberg
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Timmen, L., Wenzel, HG. (1995). Worldwide Synthetic Gravity Tide Parameters. In: Sünkel, H., Marson, I. (eds) Gravity and Geoid. International Association of Geodesy Symposia, vol 113. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-79721-7_11
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DOI: https://doi.org/10.1007/978-3-642-79721-7_11
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