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Astron. Astrophys. 322, 730-746 (1997) 4. Primary calibrator galaxiesIn order to determine the absolute zero-points for the TF
relations, and consequently, the absolute distance scale and the value
of 4.1. Galaxies with Cepheid distancesThe number of galaxies with Cepheid distances is increasing rapidly. The on-going Hubble Space Telescope programmes (cf. Kennicutt et al. 1995, and Sandage et al. 1996) aim at measuring Cepheids in 25 galaxies. 18 of these galaxies have been chosen as optimal calibrators for the IR Tully-Fisher relation. Together with Cepheid observations with advanced ground-based telescopes (e.g. Pierce et al. 1994) we now have a larger sample of calibrator galaxies with more accurate distances than in BGPT86. The range of distances has increased considerably; the first Cepheids in Virgo galaxies have been successfully detected. We have collected all the galaxies with Cepheid distances and
excluded face-on ones, and those being very peculiar or outside the
type range Though we excluded the low inclination galaxies N4571 and N5457
(=M101), distance to M101 was used for its close companions (cf.
Table 2). The very peculiar "Sombrero" galaxy (M104) was excluded
together with several galaxies of irregular types
We are left with 15 galaxies for our primary calibrator sample. In
Table 1, the Cepheid distances, corrected apparent diameters and
B -magnitudes, rotational velocities, types, and radial
velocities ( Table 1. Primary calibrator sample; galaxies with Cepheid distances. The values in columns 3-7 are taken from KLUN-sample or from LEDA database. Sources for the distance moduli are listed in column 8. In Table 2 we list possible members of groups with distances known from primary calibrators. For these we attach the mean group distance, except in the case of Sculptor group, where the distance differences are defined from resolution into brightest stars (Tammann, 1987). The 15 galaxies in Table 2 form our secondary calibrator sample. Combining these with the primary sample we enlarge the number of calibrators, which increases statistical reliability even though the distances in Table 2 are obviously not as accurate as in the primary sample. All the types 1-8 are represented in the combined sample. Table 2. Secondary calibrator sample; galaxies with group distances. Distances to Sculptor Group galaxies are determined from the Cepheid distance to group member N300 and from resolution arguments (Tammann 1987). M81 Group distance is defined as intermediate between two group members N3031 (=M81) and N2403. Cepheid distance of For the convenience of the reader we list in Table 3 the rest
of the Hubble Space Telescope Key Project galaxies. As the project
continues, these galaxies may easily be added to the previous
calibrator list. In the Appendix, we derive an algorithm for
re-evaluating the value of Table 3. A list of Hubble Space Telescope extragalactic distance scale project galaxies. As the project continues, the reader may fill the gaps and add these galaxies in the primary calibrators. Following methods explained in the text, the TF relations may then be re-calibrated and value of 4.2. BGPT86 calibratorsThe calibrators used in BGPT86 had distances from several different methods - Cepheids, brightest stars, H II regions, luminosity indices, novae, etc. In the present work we use only Cepheid distances, which are now sufficiently numerous and rest on a firm physical and observational basis. Nine of the BGPT86 calibrators with new distances are found in
Tables 1 and 2. Only the Magellanic Clouds, being of irregular type,
have been dropped out. Ten years ago we used three different sets of
distances: de Vaucouleurs scale, and "old" and "new" Sandage and
Tammann scales (Table 4 in BGPT86). On average the distance
moduli of the deV-scale were smaller by In terms of the Hubble constant, deV-scale gives
© European Southern Observatory (ESO) 1997 Online publication: June 5, 1998 ![]() |