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Astron. Astrophys. 319, 435-449 (1997)
8. Discussion and conclusions
In the present paper we have shown that there is a type dependence
in the zero-points of the diameter and also B - magnitude
TF-relations. The new knowledge of the zero-point differences will
have direct impact on our future attempt to use the TF-relation in the
study of the kinematics of the local galaxy universe. The type
dependences in both the diameter and magnitude relations were shown to
be expected from simple disc + bulge + dark halo models, where the de
Vaucouleurs disc determines the photometric diameter. This discussion
of the origin of the type dependence should form a useful starting
point for more detailed investigations of such models, including the
fraction of dark mass needed, using large galaxy samples and the
TF-relations. It is also clear that improved knowledge of the total
gas fractions is important for the present kind of analysis of the
dark mass fraction within the radius
that usual TF-relations refer to. Our present
calculations gave for values in the range
0.5-0.8 .
A concise summary of the main conclusions:
- the type dependence may be seen as a zero-point shift, while
the slope remains the same in the range 1
8,
and especially in the range 2 6, to be used in
the KLUN analysis
- the slope of the inverse diameter TF-relation is quite close to
0.5 as expected from the simple model, where the dark mass fraction
is a constant; the slope of the inverse
magnitude TF-relation is close to 0.1, also as expected from the same
model
- as the main ingredient of the model is the de Vaucouleurs
exponential disc, we confirm that the bulge component does not
generally influence the determination of the photometric diameter at
the 25 mag (arcsec)-2 level
- it is concluded that the kinematical distance scale used to
calculate linear diameters (and absolute magnitudes) is sufficiently
good so that at constant calculated diameter the intrinsic variations
in
(mass) dominate
- we do not see evidence for a curvature in the TF-relations
- the zero-point shifts may be understood in terms of the disc +
bulge + dark halo model, with reasonable
ratios
for the disc and bulge components
© European Southern Observatory (ESO) 1997
Online publication: July 3, 1998
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