The distribution of interstellar material in the solar neighborhood is quite complex (Frisch 1994). Studies based on the colour excesses of early type stars (e.g. Lucke 1978) showed that there is a relatively clear region within 100 pc of the Sun. The accuracy of the E(B-V) determined from the intrinsic colours of hot stars is limited by the intrinsic spread in the colours of these stars (e.g., the dependence of colour on rotational velocity, Gray & Garrison 1987).
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Figure A.2:
Equivalent widths of Ca II K-line (mÅ) vs.
a) distance in parsecs and b) E(B-V). The numbered stars in
a) are (1) ![]() ![]() |
In Sect. 3.3, we consider ten F dwarfs that lie within 52 pc. Polarizations are given for two of these stars (HD 3268 and HD 182807) in Leroy (1993a). For the remainder, the polarizations were assumed to be similar to stars at a comparable distance and as closely as possible the same part of the sky. These polarizations were converted to E(B-V) and are shown plotted against distance in Fig. A.1. These E(B-V) are comparable with the mean value at 50 pc (discussed above) which is shown by the open circle. We conclude that none of these F dwarfs are in regions of unusually high extinction and that it is reasonable to derive their extinctions (Col. 8 in Table 5) from their polarizations. These E(B-V) are significantly less than those adopted by Di B98 (Col. 7, Table 5).
The interstellar Ca II K-line is also an indicator of interstellar material, but its equivalent width correlates only weakly with E(B-V) as is shown in Fig. A.2b where the data is taken from Welty et al. (1996). Some of the scatter may well be caused from errors in the E(B-V) which were calculated assuming intrinsic colors. The scale height of the Ca II K-line equivalent widths is of the order of 1 kpc (Beers 1990) which is significantly greater than that of the optical extinction and so a tight correlation is not expected. The plot of the Ca II K-line equivalent width against distance shown in Fig. A.2a (using data from Welty et al. 1996 and Vallerga et al. 1993) shows that the line only appears in strength for stars at distances greater than 50 kpc. The only exceptions to this are stars in Ophiuchus and 2 And for which Tinbergen found significant polarization; presumably these are behind isolated local clouds. Thus the evidence from the Ca II K-line also suggests that the region out to 50 pc is relatively clear.
Far UV lines such as those of Mg II are also observable in such nearby stars
as Sirius and Procyon in which the Ca II K-line is not observed. Frisch (loc.
cit.) uses this Mg II strength to show that the N(H I + H II)
column densities in front of Sirius and Procyon are 3.0
1017 and
1.1
1018 cm-2 respectively. This assumes the same
N(Mg II)/ N(H I + H II) ratio as for
UMa
(42 pc) for which the hydrogen column density is known.
If we assume that N(H I + H II)/E(B-V)= 4.9
1021cm-2 mag-1 (Diplas & Savage 1994), then the E(B-V) for
Sirius and Procyon are 0.00006 and 0.00022 respectively. Frisch notes that
data on the EUV spectrum of the white dwarf companion to Sirius give a
hydrogen column density that is an order of magnitude greater than that
derived above. Even so, the E(B-V) of Sirius would be
0.001.
The E(B-V) of Sirius and Procyon that are derived from their polarization are
and
respectively which are consistent
with the low extinctions derived from the Mg II line estimate.
It has therefore seemed reasonable to use the E(B-V) derived from their
polarizations for the bright stars (Sirius, Procyon etc.) described in Table 2.
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