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Hipparcos, Three Years After Launch

Published online by Cambridge University Press:  07 August 2017

J. Kovalevsky
Affiliation:
CERGA - Observatoire de la Côte d'Azur Avenue Copernic F - 06130 Grasse, France
M. Froeschlé
Affiliation:
CERGA - Observatoire de la Côte d'Azur Avenue Copernic F - 06130 Grasse, France

Abstract

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In a first part, the present status of the HIPPARCOS mission is described. Despite the degradations and failures of gyroscopes, it is still hoped that a 4 1/2 mission duration will be reached. The first-year of data has been reduced by both FAST and NDAC consortia. For the best 46200 observed stars, the distribution of standard errors in positions has a maximum of 1.5 mas in latitude and 1.8 mas in longitude and the mean standard error for parallaxes is of the order of 3 mas. The comparison of results obtained by both consortia shows that the differences are small and quite consistent with the announced internal precisions. Magnitude measurements are precise to 0.02 magnitude for a 4 second observation. The precision to be expected for double star observations is also given. The main new result is that the magnitudes of the components are obtained with a few hundredths of a magnitude precision. This allows to devise a new method of mass determination based upon the parallax and a recalibrated mass-luminosity diagram. The parallax dependence of the results is much more favourable than in the case of the classical determination of masses using orbital motions.

Type
Space Optical Astrometry
Copyright
Copyright © Kluwer 

References

Andersen, J. (1991) “Accurate masses and radii of normal stars”, The Astron. and Astrophys., Review 3, 91126.CrossRefGoogle Scholar
Bernacca, P.L. (1985) “Project HIPPARCOS”, Astrophys. Space Sci., 110, 2145.Google Scholar
Froeschlé, M. (1992) CERGA/FAST Technical note n°54.Google Scholar
Grenon, M., Mermillod, M. and Mermillod, J.C., 1992, “The HIPPARCOS Input Catalogue, III Photometry”, Astron. and Astrophys., 258, 8893.Google Scholar
Kovalevsky, J. (1984) “Prospects for space stellar astrometry”, Space Sci. Rev., 393 163.Google Scholar
Kovalevsky, J. (1988) “Double and multiple star reduction procedures in FAST”, in Torra, J. and Turon, C. (eds.), HIPPARCOS Scientific aspects of the Input Catalogue preparation, II, Published by CIRIT and the Dept. Fisica de l'Atmosfera, Astronomia i Astrofisica, Univ. de Barcelona, 245255.Google Scholar
Kovalevsky, J., Falin, J.L., Pieplu, J.L., Bernacca, P.L., Donati, F., Froeschlé, M., Galligani, I., Mignard, F., Morando, B., Perryman, M.A.C., Schrijver, H., van Daalen, D.T., van der Marel, H., Villenave, M., Walter, H.G. and 26 other authors (1992) “The FAST HIPPARCOS Data Reduction Consortium: overview of the reduction software”, Astron. and Astrophys., 258, 717.Google Scholar
Lindegren, L., Hoeg, E., van Leeuwen, F., Murray, C.A. and 12 other authors (1992) “The NDAC HIPPARCOS Data Reduction Consortium: overview of the reduction methods”, Astron. and Astrophys., 258, 1830.Google Scholar
Mignard, F., Froeschlé, M. and Falin, J.L. (1992a) “HIPPARCOS photometry: FAST main mission reduction”, Astron. and Astrophys., 258, 142148.Google Scholar
Mignard, F., Froeschlé, M., Badiali, M., Cardini, D., Emanuele, A., Falin, J.L. and Kovalevsky, J. (1992b) “HIPPARCOS doable star recognition and processing within the FAST Consortium”, Astron. and Astrophys., 258, 165172.Google Scholar
Perryman, M.A.C., Hassan, H. and 22 other authors (1989) “The HIPPARCOS Mission, prelaunch status” , The Hipparcos Satellite, ESA Publication, ESA SP-1111, vol. 1.Google Scholar
Schrijver, H. (1986) “HIPPARCOS, the instrument”, Manuscripta Geodetica, 11, 97102.Google Scholar
van der Marel, H. and Petersen, C. (1992) “HIPPARCOS great circle reduction, theory, results and intercomparisons”, Astron. and Astrophys., 258, 6069.Google Scholar