POGO satellite orbit corrections: An opportunity to improve the quality of the geomagnetic field measurements?

Earth, Planets and Space

Volumn 67, Issue 1, 2015, Pages

  Stockmann, Reto ^a   Christiansen, Freddy ^b   Olsen, Nils ^b   Jackson, Andrew ^a  

^a ETH ZURICH   (Switzerland)

^b TECHNICAL UNIVERSITY OF DENMARK   (Denmark)

Author keywords

Inverse theory; Satellite magnetics; Satellite orbits

Indexed keywords

DATA QUALITY; GEOMAGNETIC FIELD; GPS; INVERSE ANALYSIS; MODELING; OBSERVATORY; ORBIT DETERMINATION; SATELLITE MISSION;

EID: 84937558893     PISSN: 13438832     EISSN: 18805981     Source Type: Journal    
DOI: 10.1186/s40623-015-0254-7     Document Type: Article

References (20)

1. Aster, R, Borchers B, Thurber C (2005) Parameter estimation and inverse problems. Elsevier Academic Press, Amsterdam.
2. Bloxham, J, Jackson A (1992) Time-dependent mapping of the magnetic field at the core-mantle boundary. J Geophys Res 97: 19537-19563.
3. Cain, JC, Langel RA (1971) Geomagnetic survey by the polar-orbiting geophysical observatories. In: Zmuda AJ (ed)World Magnetic Survey. IAGA Bull. 28, 65-75. Int. Ass Geomagn. Aeron., Paris.
4. Farthing, WH, Folz WC (1967) Rubidium vapor magnetometer for near earth orbiting spacecraft. Rev Sci Instrum 38: 1023-1030.
5. Gleghorn, GJ, Wiggins ET (1965) Design and development of the Orbiting Geophysical Observatory. Ann N Y Acad Sci 134: 205-233.
6. Gubbins, D (2004) Time series analysis and inverse theory for geophysicists. Cambridge, UK.
7. Jackson, A, Olsen N (2003) Possibilities of re-analysis of old satellite data In: 4th Oersted International Science Team Conference. DMI, Copenhagen.
8. Langel, R (1987) The main field, in geomagnetism, Vol. I (Jacobs JA, ed.). Academic Press, London.
9. Langel, RA (1974) Near-earth magnetic disturbance in total field at high latitudes 1. Summary of data from OGO 2, 4, and 6. J Geophys Res 79: 2363-2371.
10. Lesur, V, Wardinski I, Rother M, Mandea M (2008) GRIMM: the GFZ reference internal magnetic model based on vector satellite and observatory data. Geophys J Int 173: 382-394.
11. Ludwig, GH (1963) The Orbiting Geophysical Observatories. Space Sci Rev 2: 175-218.
12. Luenberger, DG (1969) Optimization by vector space methods. John Wiley & Sons,Inc., New York.
13. Olsen, N, The Scarf team (2013) The Swarm satellite constellation application and research facility (SCARF) and Swarm data products. Earth Planets Space 65: 1189-1200.
14. Olsen, N, Mandea M (2008) Rapidly changing flows in the earth's core. Nat Geosci 1: 390-394.
15. Sabaka, T, Olsen N, Purucker M (2004) Extending comprehensive models of the Earth's magnetic field with Ørsted and CHAMP data. Geophys J Int 159: 521-547.
16. Scales, J, Gersztenkorn A, Treital S (1998) Fast lp solution of large, sparse, linear systems: application to seismic travel time tomography. J Comp Phys 75. pages=314-333
17. Tarantola, A (2005) Inverse problem theory and methods for model parameter estimation. SIAM, Society for Industrial and Applied Mathematics, Philadelphia.
18. Taylor, PT, Schanzle A, Jones T, Langel R, Kahn W (1981) Influence of gravity field uncertainties on the results from POGO and MAGSAT geomagnetic surveys. Geophys Res Lett 8: 1246-1248.
19. Thomson, A, Lesur V (2007) An improved geomagnetic data selection algorithm for global geomagnetic field modelling. Geophys J Int 169: 951-963.
20. Walker, M, Jackson A (2000) Robust modelling of the Earth's magnetic field. Geophys J Int 143: 799-808.