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Tables for the computation of deflections of the vertical from gravity anomalies

  • Notices Scientifiques
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Bulletin Géodésique (1946-1975)

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References

  1. Lambert, Walter D., andDarling, Frederic W., Tables for Determining the Form of the Geoid and its Indirect Effect on Gravity,Special Publication No 199, U. S. Coast and Geodetic Survey (p. 114–117).

  2. Stokes, George Gabriel, Mathematical and Physical Papers, Vol. II, p. 131.

  3. Loc. cit.,Stokes, George Gabriel, Mathematical and Physical Papers, Vol. II, p. 170.

  4. Tolstoi, Ivan, Punched-card Computation of Isostatic and Topographic Reductions,Transactions of the American Geophysical Union, Vol. 28, no 6, Dec. 1947.

  5. Vening Meinesz, F. A., A formula expressing the deflection of the plumb line in the gravity anomalies and some formulae for the gravity-field and the gravity-potential outside the geoid,Koninklijke Akademie van Wetenschappen te Amsterdam, Proceedings, Vol. XXXI, no 3.

  6. Lambert, Walter, D., Deflections of the Vertical From Gravity Anomalies.Transactions of the American Geophysical Union, Vol. 28, no 2, April 1947. Also reprinted inBulletin Géodésique, nouv. série, no 5, 1947 (pp. 232–237).

  7. Kasansky, I., Ein praktischer Versuch der gravimetrischen Bestimmung der Lotabweichungen.Comptes rendus de la septième séance de la Commission Géodésique Baltique, IIe partie, Helsinki, 1935.

  8. It might be of interest to those who use the centesimal division of the circle that 1 cent. sec. = 10.00785756 meters.

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Authors
  1. Alfred D. Sollins
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U. S. Coast and Geodetic Survey

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Sollins, A.D. Tables for the computation of deflections of the vertical from gravity anomalies. Bull. Geodesique 6, 279–300 (1947). https://doi.org/10.1007/BF02525958

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