Deep long-slit spectra taken at area I provide us with more information
about the physical properties at the specified location.
The total sulfur line flux amounts to 90% of the H
flux identifying it
as emission from shock heated gas. The [O III] flux is only
2 times higher than
the H
flux, while the latter is a factor of
10 weaker than the
H
flux. This implies a significant attenuation of the optical emission
due to interstellar absorption. Adopting the interstellar reddening curve
of Whitford (1958) as presented by Kaler (1976), we find
a logarithmic interstellar extinction,
towards area I.
The computerized model of Hakkila et al. (1997) on the visual
interstellar extinction allows us to obtain a very rough estimate on the
distance to area I. Use of this code shows that distances greater than
2 kpc are compatible with the measured extinction of 1.6 and the following
results will be scaled to this distance.
The observed angular radius of 42
is equivalent to 24.2
pc,
while a typical projected FWHM of the filaments in the north-west is
0.15
pc. (Where
is the distance to the filaments in units of 2 kpc.) The observed sulfur line ratio
approaches the low density limit but given the statistical uncertainties
we estimate that the actual electron density is less than
160 cm-3 at a
2
confidence.
An estimate of the preshock cloud density can be
made through the use of the equation given by Fesen & Kirshner (1980)
which relates the electron density, the preshock cloud density and the
shock velocity. Given the above upper limit on the electron density and
the range of shock velocities, we expect preshock cloud densities
less than 4 cm-3. For this density of 4 cm-3,
we find that the energy of the explosion E should lie in the range of
0.8-
erg (Hailey & Craig 1994).
Since the derived preshock cloud density is only an upper limit, the
energy E should be less than
erg.
The radio emission found, though weak and certainly in need of confirmation, appears to support our suggestion that observed optical emission originates from a SNR. There is little evidence for fine-scale structure. Indeed, the 92 cm maps show no evidence for emission features as narrow as the optical filaments, as is seen in some SNRs.
The nondetection of X-ray emission is not too surprising, as soft X-rays can be readily absorbed by the ISM, and the emission might be intrinsically weak. As for the "hole'' in the infrared background, while it might be fortuitous, similar features have been noted in association with other SNRs. For example, Braun & Strom (1986) find a cavity associated with the Cygnus Loop.
In the case where the observed
emission originates indeed from shock heated gas, we estimate a shock
velocity around 100 km s-1 and an electron density close to the low density
limit. Note that a spectrum from a planar shock propagating at
110 km s-1 with equilibrium ionization matches, acceptably well,
the observations (Hartigan et al. 1987).
The authors have also constructed shock models with complete preionization.
The model that most closely approximates the observations corresponds to a
shock velocity of
80 km s-1, and probably less, even though the calculated
sulfur line flux is less than that observed.
The presence of radio emission along the [O III] filament may suggest their
physical association but it is only the determination of its non-thermal
nature that would firmly establish this proposition.
The 60 km s-1 model predicts an [O III] flux
comparable to the H
flux, while the [O II] flux is several
times stronger than the [O III] flux. This is similar to what we observe in
area IIIs. However, the spectrum from area IIIn exhibits an [O III] flux
which is
6 times stronger than the H
flux, while at the same location
the [O II] flux is only 2 times stronger than the [O III] flux. The 80 km s-1
complete preionization model of Hartigan et al. (1987) shows
similar characteristics. We note here that the model calculations
were performed for a preshock density of 100 cm-3, while our long-slit spectra
and the estimates of the shock velocity suggest that the preshock cloud
density should not exceed a few nuclei per cm-3. Calculations
focusing on the specific problem under study would probably be more
favorable since we are in the range of velocities that
dramatically affect the [O III] flux.
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Figure 4: The radio emission from Area I at 4850 MHz is shown in grey scale. The contours represent the 11 cm emission detected in the Effelsberg survey (Reich et al. 1990) and the contour levels are set at 8, 16 and 32 mJy beam-1. |
Copyright ESO 2002