[Ecker E. and Mittermayer E. (1969) Gravity corrections for the influence of the atmosphere. Bollettino di Geofisica Teorica ed Applicata, Vol. 11, 70-80.]Search in Google Scholar
[Eshagh M. (2008) Non-singular expression for the vector and gradient tensor in a geocentric spherical frame, Computers & Geosciences, Vol. 32, 1762-1768.]Search in Google Scholar
[Eshagh M. (2009a) On satellite gravity gradiometry, Doctoral dissertation in Geodesy, Royal Institute of Technology (KTH), Stockholm, Sweden]Search in Google Scholar
[Eshagh M. (2009b) Spherical harmonic expansion of the atmospheric gravitational potential based on exponential and power models of atmosphere, Artificial Satellites, Vol. 43, No. 1, 25-43.10.2478/v10018-009-0005-8]Search in Google Scholar
[Eshagh M. and Sjöberg L.E. (2008) Impact of topographic and atmospheric masses over Iran on validation and inversion of GOCE gradiometric data, Journal of the Earth and Space Physics, Vol. 4, No. 3, 15-30.]Search in Google Scholar
[Eshagh M. and Sjöberg L.E. (2009a) Topographic and atmospheric effects on GOCE gradiometric data in a local north-oriented frame: A case study in Fennoscandia and Iran, Studia Geophysica et Geodaetica, Vol. 53, 61-80.10.1007/s11200-009-0004-z]Search in Google Scholar
[Eshagh M. and Sjöberg L.E. (2009b) Atmospheric effect on satellite gravity gradiometry data, Journal of Geodynamics, Vol. 47, 9-19.10.1016/j.jog.2008.06.001]Search in Google Scholar
[Heck B. (2003) On Helmert's Methods of Condensation. Journal of Geodesy, Vol. 7, 155-170.10.1007/s00190-003-0318-5]Search in Google Scholar
[Heiskanen W. and Moritz H. (1967) Physical Geodesy. W.H Freeman and company, San Fransisco and London.10.1007/BF02525647]Search in Google Scholar
[Koop R. (1993) Global gravity field modeling using satellite gravity radiometry, Publication in Geodesy, New Series, No. 38. Netherlands Geodetic Commission, Delft.10.54419/a6sz3c]Search in Google Scholar
[Lambeck K., (1988) Geophysical geodesy, the slow deformations of the Earth. Clarendon, Oxford University Press, New York]Search in Google Scholar
[Makhloof A. (2007) The use of topographic-isostatic mass information in geodetic applications, Doctoral dissertation, Dept. of Theoretical and Physical Geodesy, Bonn, Germany.]Search in Google Scholar
[Makhloof A. and Ilk K.H. (2005) Far-zone topography effects on gravity and geoid heights according to Helmert's methods of condensation and based on Airy-Heiskanen model, proceedings the 3rd minia International conference for advanced trends in Engineering, El-Minia, April 3-5, 2005.]Search in Google Scholar
[Makhloof A. and Ilk K. H. (2006) Band-limited topography effects in airborne gravimetry using space localizing base functions, European geosciences Union, 3 April, 2006]Search in Google Scholar
[Martinec Z., Matyska C., Grafarend E.W. and Vaníček P. (1993) On Helmert's 2nd condensation method, Manuscripta Geodaetica, Vol. 18, 417-421.]Search in Google Scholar
[Martinec Z. and Vaníček P. (1994) Direct topographical effect of Helmert's condensation for a spherical geoid. Manuscripta Geodaetica, Vol. 19, 257-268.]Search in Google Scholar
[Mueller J. (2003) GOCE gradients in various reference frames and their accuracies, Advances in Geosciences, Vol. 1, 33-38.]Search in Google Scholar
[Novák P. (2000) Evaluation of gravity data for the Stokes-Helmert solution to the the geodetic boundary-value problem. Technical Report 207, Department of Geodesy and Geomatics Engineering, University of New Brunswick, Fredericton, Canada.]Search in Google Scholar
[Nahavandchi J. (2004) A new strategy for the atmospheric gravity effect in gravimetric geoid determination, Journal of Geodesy, Vol. 77, 823-828.]Search in Google Scholar
[Novák P. and Grafarend E.W. (2006) The effect of topographical and atmospherical masses on spaceborne gravimetric and gradiometric data, Studia Geophysica et Geodaetica, Vol. 50, 549-582.]Search in Google Scholar
[Petrovskaya M.S. and Vershkov A.N. (2006) Non-singular expressions for the gravity gradients in the local north-oriented and orbital frames, Journal of Geodesy, Vol. 80, 117-127.]Search in Google Scholar
[Reference Atmosphere Committee (1961). Report of the preparatory group for an international reference atmosphere accepted at the COSPAR Meeting in Florance, April 1961. North Holland Publ. Co., Amsterdam.]Search in Google Scholar
[Seitz K. and Heck B. (2003) Efficient calculation of topographic reductions by the use of tesseroids. Presentation at the joint assembly of the EGS, AGU and EUG, Nice, France, 6-11 April 2003.]Search in Google Scholar
[Sjöberg L.E. (1993) Terrain effects in the atmospheric gravity and geoid correction. Bulletin Geodesique, Vol. 64, 178-184.10.1007/BF00806256]Search in Google Scholar
[Sjöberg L.E. (1998a) The ellipsoidal corrections to the topographic geoid effects, Journal of Geodesy, Vol. 77, 804-808.10.1007/s00190-004-0377-2]Search in Google Scholar
[Sjöberg L.E. (1998b) The atmospheric geoid and gravity corrections, Bollettino di geodesia e scienze affini-No.4, 421-435.]Search in Google Scholar
[Sjöberg L.E. (1999) The IAG approach to the atmospheric geoid correction in Stokes's formula and a new strategy, Journal of Geodesy, Vol. 73, 362-366.]Search in Google Scholar
[Sjöberg L.E. (2000) Topographic effects by the Stokes-Helmert method of geoid and quasigeoid determinations. Journal of Geodesy, Vol. 74, 255-268.10.1007/s001900050284]Search in Google Scholar
[Sjöberg L.E. (2001) Topographic and atmospheric corrections of gravimetric geoid determination with special emphasis on the effects of harmonics of degrees zero and one, Journal of Geodesy, Vol. 75, 283-290.10.1007/s001900100174]Search in Google Scholar
[Sjöberg Le. E (2006) The effects of Stokes's formula for an ellipsoidal layering of the earth's atmosphere, Journal of Geodesy, Vol. 79, 675-681.]Search in Google Scholar
[Sjöberg L.E. (2007) Topographic bias by analytical continuation in physical geodesy. Journal of Geodesy, Vol. 81, 345-350.10.1007/s00190-006-0112-2]Search in Google Scholar
[Sjöberg L.E. and Nahavandchi H. (1999) On the indirect effect in the Stokes-Helmert method of geoid determination. Journal of Geodesy, Vol. 73, 87-93.10.1007/s001900050222]Search in Google Scholar
[Sjöberg L.E. and Nahavandchi H. (2000) The atmospheric geoid effects in Stokes formula, Geophysical Journal International, Vol. 140, 95-100.]Search in Google Scholar
[Sun W. and Sjöberg L.E. (2001) Convergence and optimal truncation of binomial expansions used in isostatic compensations and terrain corrections, Journal of Geodesy, Vol. 74, 627-636.]Search in Google Scholar
[Tenzer R., Novák P., Moore P. and Vajda P. (2006) Atmospheric effects in the derivation of geoid-generated gravity anomalies, Studia Geophysica et Geodaetica, Vol. 50, 583-593.]Search in Google Scholar
[Tsoulis D. (2001) Terrain correction computations for a densly sampled DTM in the Bavarian Alps. Journal of Geodesy, Vol. 75, 291-307.10.1007/s001900100176]Search in Google Scholar
[United State Standard Atmosphere (1976) Joint model of the National Oceanic and Atmospheric administration, national aeronautics and space administration and United States air force, Washington D.C.]Search in Google Scholar
[Wieczorek M. A. (2007) The gravity and topography of the terrestrial planets, Treatise on Geophysics, Vol. 10, 165-206.]Search in Google Scholar
[Wild F. and Heck B. (2004a) A comparison of different isostatic models applied to satellite gravity gradiometry, Gravity, Geoid and Space Missions GGSM 2004. IAG International Symposium Porto, Portugal August 30-September 3, 2004.]Search in Google Scholar
[Wild F. and Heck B. (2004b) Effects of topographic and isostatic masses in satellite gravity gradiometry. Proc. Second International GOCE User Workshop GOCE. The Geoid and Oceanography, ESA-ESRIN, Frascati/Italy, March 8-10, 2004 (ESA SP - 569, June 2004), CD-ROM.]Search in Google Scholar