A number of different line profiles are observed in our data set; at
the resolution of our observations these are all seen to have
counterparts in optical spectra (single & double peaked profiles and
shell lines). Waters & Marlborough (1994) present high resolution and
S/N spectra of the Br
transition of
Per and 59 Cyg, and
find the line profiles have no counterparts in the optical spectra;
unfortunately our spectra are of insufficient resolution for us to
search for such profiles, although we note that the broad, flat topped
He I 2.058
m features in BD+4 1002 & BD+29 4453 (Figs. 7
and 8) superficially resemble the Br
profile of 59 Cyg at the
resolution of our spectra.
Of the sample of 66 isolated Be stars, 40 show
Br
in emission and 3 show shell profiles.
Of these stars BD+47 3985 clearly shows the effects of differing
optical depths in the He I 2.058
m and Br
lines,
with He I 2.058
m having a pronounced shell profile
(indicating a large optical depth) while the central absorption in
Br
does not extend below the level of the continuum.
Systematic changes in line profile with spectral type are only seen in
Br,
with the emission component seen superimposed on a
photospheric absorption component in the spectra of late (B7-B9)
stars. Given the late spectral type (and hence relatively low
temperatures of these stars) this is unlikely to be a NLTE effect of
the type identified by Murdoch et al. (1994). Rather it is likely to
be due to a combination of the increasing strength of the
photospheric feature and a reduction in the
strength of emission due to the reasons outlined in Sect. 4.1.
Additionally, the interplay of line source functions and opacities with
stellar (and hence disc)
temperature produces intrinsically narrower profiles for the
cooler stars. For disc temperatures of 10 000 K and 6 000 K the line
source function, S, throughout the disc is lower for the cooler
disc than the
hotter disc. However, close to the star (within
1
)
the disc opacity,
,
is also lower for the cooler disc
than the hotter disc, while at larger radii the opacity of the cooler disc
is larger than that of the hotter disc. Consequently
the emission from the innermost part of the disc increases relative to
the outer disc,
and since the inner region
is rapidly rotating (assuming a Keplerian disc) an increase in
emission in the high velocity line wings is seen. However, for discs with
temperatures lower than 6 000 K there is no such region
where
(where the suffixes L and H refer to lower and
higher temperature discs respectively)
ie the decrease in the source function with lower
temperatures is always greater than the change in opacity
throughout the entire disc. This means that in addition to a
reduction in the source function, radiation finds it
more difficult to escape from the rapidly rotating innermost regions
of the disc, and so there is less emission in the high velocity wings
of the IR lines, and so they appear narrower. Combined with the
greater strength of the underlying photospheric feature in the cooler
stars this means that
narrow emission lines superimposed on
strong photospheric absorption features are favoured, which is observed.
Several workers have investigated the relationships between line widths, equivalent widths and projected stellar rotational velocity (e.g. Dachs et al. 1986; Hanuschik 1989). They find evidence for a positive correlation between the projected stellar rotational velocity and the full width half maximum (FWHM) of the optical H I and Fe II lines. A further, weaker anti correlation was also found between the EW and FWHM of the lines. These relations are indicative of rotational broadening in the circumstellar material, where the lines with greater EW and smaller FWHM arise from disc regions with a greater radial extent (and hence lower rotational velocity).
We measured the FWHM of the Brand He I 2.058
m profiles, and plotted these against the projected
rotational velocities of the stars.
(Figs. 5 and 6). A correlation between the FWHM of Br
and (weakly)
He I 2.058
m, and v sin i is observed, with a "conical''
distribution of points which is a characteristic of the plots of
Hanuschik (1989). Best fits to the data give
![]() |
(2) |
![]() |
(3) |
No inverse correlation between EW and v sin i was found in either the
Br
or He I data sets. This is likely to
be due to the relatively large scatter observed in the EW datasets,
given that the relationship is rather weak in the H
dataset of
Hanuschik (1989).
Many Be stars show asymmetric profiles, which exhibit a cyclic V(iolet)/R(ed) variability with periods ranging from 1-10 years, due to a one armed density wave in the circumstellar envelope (e.g. Okazaki 1991, 1997). We find that a total of 21 stars show double peaked profiles, with a subset of 5 showing asymmetric profiles.
One star, BD+58 2320, shows double peaked asymmetric line profiles in
He I 2.058 m and Br
,
but with opposite V/R ratios
(Fig. 7).
An interpretation of the line profiles
based on differences in the radial velocities of the
emitting regions is unlikely given that the H
line profiles
show little evidence for large velocities over the regions of the disc
responsible for optical and IR Hydrogen line emission.
One possible explanation would be the presence of an inhomogeneous
circumstellar environment, possibly as a result of discrete mass
ejection events as envisaged for
Cen (e.g. Hanuschik et al.
1993). This would suggest that rapid variability should
be seen in the line profiles as the circumstellar material is
circularised via viscous redistribution of angular momentum.
Another possibility is that the difference
in V/R ratio between lines arising
at different radii (where He I emission forms at larger radii
than Br
)
reflects the presence of a spiral density wave
within the circumstellar disc. Such an explanation would suggest slow,
correlated evolution of the V/R ratio for the two lines, and a
possible systematic change in ratio through the various Hydrogen series as
higher transitions probe regions closer to the star, and thus experience
different disc densities. Time resolved observations are required to
differentiate between these two possibilities.
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