Many publications describe a segregation of galaxies
by morphological types and HI content as dependent on the number density of
surrounding galaxies. The most distinct deficiency of HI-rich galaxies is
seen in the central parts of clusters
[7, (Dressler 1984;]
[5, Giovanelli & Haynes
1991).] But the data on segregation outside galaxy clusters look rather
controversal.
To describe the local mass density around a galaxy
"i'' we introduced the
so-called "tidal index" or isolation index
[16, (Karachentsev & Makarov 1998):]
where Mk is the total mass of any neighbouring galaxy separated from the
considered galaxy by a distance of Dik. For every galaxy "i"
we found its
"main disturber", producing the maximum density enhancement, . The value of constant C is choosen so that when the Keplerian cyclic period of the galaxy with respect to its main
disturber equals the cosmic Hubble time, 1/H. Therefore, galaxies
with may be considered as well isolated objects.
Figure 8:
The plot of HI mass-to-luminosity ratio versus the "tidal index"
defined above and proportional to the local mass density.
The solid line shows the least-squares
regression. Some galaxies with
extreme parameters, like NGC 205,
are indicated with their name in the figure.
The quantities "r" and "k" in
a corner correspond to the regression
parameters in the Cols. (4) and (7) of Table 1
The distribution of the LV galaxies in
versus index is
plotted in Fig. 8. As it can be
seen from this diagram, in the whole range of
local densities, , the mean hydrogen mass-to-luminosity
ratio remains approximately constant, showing an insignificant segregation
effect from environment. It should be, however, noted that many spheroidal dwarf
galaxies, whose HI-fluxes lie below a threshold detection, are not represented
in Fig. 8, which produces an effect of observational selection. Another global
parameter of galaxies, M25/L, seems also to have the same mean value as for
very isolated galaxies as well as for tight companions of massive galaxies (see
line 24 in Table 1).
Up:HI properties of nearby sample