24883-24894.
Blaser J.P. et al (1993), STEP satellite test of the equivalence principle, report on
the phase A study, ESA report SCI(93)4.
Brozena J.M. (1991), GPS and airborne gravimetry: Recent progress and future plans,
Bulletin Geodesique, pp 116-12l.
Cartwright D.E. and R.D. Ray (1990), Oceanic tides from Geosat altimetry, JGR,
Vol 95, 3069-3090.
Cartwright D.E. (1993), Theory of ocean tides with Application to Altimetry, Lecture
notes in Earth sciences 50, Springer Verlag,
Cheng M.K., C.K. Shum, R.J. Eanes, B.E. Schutz and B.D. Tapley, (1990) Longperiod perturbations in Starlette Orbit and tide solution, JGR, Vol 95, 8723-8736.
Egbert G.D., A.F. Bennett and M.G.G. Foreman (1994), Topex/Poseidon tides estimated using a global inverse model, JGR oceans, Vol 99, 24821-24852.
Lambeck (1988), Geophysical Geodesy, the slow deformations of the Earth, Clarendon
Press, Oxford.
Lanczos (1964), Linear differential operators, Van Nostrand Company.
Lerch F.J. et al (1992), Geopotential models of the Earth from satellite tracking,
altimetry and surface gravity observations: GEM-T3 and GEM··T3S, NASA Tech.
Memo 104555, Goddard Space Flight Center, 118 pp.
McCarthy J.J. (1992), IERS technical notes 13, IERS standards 1992, Central Bureau
of IERS, Observatoire de Paris.
Nerem R.S. et al (1994), Gravity Model Development for Topex/Poseidon, Joint
Gravity Models 1 and 2. JGR oceans, Vol 99, No C12, pp 24421-24447.
Newhall X.X. et al (1983), Astron. Astrophys, 125, 150-167.
Paik H.J. (1986), Development of a Sensitive Superconducting Gravity Gradiometer for Geological and Navigational Applications, NASA contractor report 4011,
Marshall Space Flight Center.
Rapp R.H. (1993), Use of altimeter data in estimating global gravity models, Lecture
notes in Earth S~iences 50, Springer Verlag:
Ray R.D. (1993), Global Ocean tides on the eve of TOPEX/POSEIDON, IEEE Trans.
Geosci. Remote Sens., 31, 355-364.
Rummel R. (1986), Satellite Gradiometry, Lecture notes in Earth Sciences, Vol 7,
Springer Verlag.
Schrama E.J.O. (1989), The role of orbit errors in processing of satellite altimeter
data, Netherlands Geodetic Commission, report 33.
Schrama E.J.O. (1991), Gravity field error analysis: applications of global positioning
system receivers and gradiometers on low orbiting platform, JGR Vol 96, No B12,
20041-20051.
Schrama E.J.O. and R.D. Ray (1994), A preliminary tidal analysis of Topex/Poseidon
altimetry, JGR Oceans, Vol 99, 24799-24808.
Schwiderski E.W. (1980), On charting global ocean tides, Rev. Geophys. Space Phys.,
18, 243-268.
Tapley B.D. (1989), Fundamentals of Orbit Determination, Lecture notes in Earth
Sciences 25, Springer Verlag.
Tsaoussi L.S. and C.J. Koblinski (1994), An error covariance model for sea surface
topography and velocity derived from Topex/Poseidon altimetry, JGR oceans, Vol
99, 24669-24683.
140
Blaser J.P. et al (1993), STEP satellite test of the equivalence principle, report on
the phase A study, ESA report SCI(93)4.
Brozena J.M. (1991), GPS and airborne gravimetry: Recent progress and future plans,
Bulletin Geodesique, pp 116-12l.
Cartwright D.E. and R.D. Ray (1990), Oceanic tides from Geosat altimetry, JGR,
Vol 95, 3069-3090.
Cartwright D.E. (1993), Theory of ocean tides with Application to Altimetry, Lecture
notes in Earth sciences 50, Springer Verlag,
Cheng M.K., C.K. Shum, R.J. Eanes, B.E. Schutz and B.D. Tapley, (1990) Longperiod perturbations in Starlette Orbit and tide solution, JGR, Vol 95, 8723-8736.
Egbert G.D., A.F. Bennett and M.G.G. Foreman (1994), Topex/Poseidon tides estimated using a global inverse model, JGR oceans, Vol 99, 24821-24852.
Lambeck (1988), Geophysical Geodesy, the slow deformations of the Earth, Clarendon
Press, Oxford.
Lanczos (1964), Linear differential operators, Van Nostrand Company.
Lerch F.J. et al (1992), Geopotential models of the Earth from satellite tracking,
altimetry and surface gravity observations: GEM-T3 and GEM··T3S, NASA Tech.
Memo 104555, Goddard Space Flight Center, 118 pp.
McCarthy J.J. (1992), IERS technical notes 13, IERS standards 1992, Central Bureau
of IERS, Observatoire de Paris.
Nerem R.S. et al (1994), Gravity Model Development for Topex/Poseidon, Joint
Gravity Models 1 and 2. JGR oceans, Vol 99, No C12, pp 24421-24447.
Newhall X.X. et al (1983), Astron. Astrophys, 125, 150-167.
Paik H.J. (1986), Development of a Sensitive Superconducting Gravity Gradiometer for Geological and Navigational Applications, NASA contractor report 4011,
Marshall Space Flight Center.
Rapp R.H. (1993), Use of altimeter data in estimating global gravity models, Lecture
notes in Earth S~iences 50, Springer Verlag:
Ray R.D. (1993), Global Ocean tides on the eve of TOPEX/POSEIDON, IEEE Trans.
Geosci. Remote Sens., 31, 355-364.
Rummel R. (1986), Satellite Gradiometry, Lecture notes in Earth Sciences, Vol 7,
Springer Verlag.
Schrama E.J.O. (1989), The role of orbit errors in processing of satellite altimeter
data, Netherlands Geodetic Commission, report 33.
Schrama E.J.O. (1991), Gravity field error analysis: applications of global positioning
system receivers and gradiometers on low orbiting platform, JGR Vol 96, No B12,
20041-20051.
Schrama E.J.O. and R.D. Ray (1994), A preliminary tidal analysis of Topex/Poseidon
altimetry, JGR Oceans, Vol 99, 24799-24808.
Schwiderski E.W. (1980), On charting global ocean tides, Rev. Geophys. Space Phys.,
18, 243-268.
Tapley B.D. (1989), Fundamentals of Orbit Determination, Lecture notes in Earth
Sciences 25, Springer Verlag.
Tsaoussi L.S. and C.J. Koblinski (1994), An error covariance model for sea surface
topography and velocity derived from Topex/Poseidon altimetry, JGR oceans, Vol
99, 24669-24683.
140