Core-collapsed SNe from massive progenitors are expected to be
correlated with massive molecular clouds. The most
spectacular manifestations of the phenomena are the SNRs in starburst galaxies
like NGC 253, Arp 220, M82 etc. (see e.g. Chevalier & Fransson 2001).
There are also the star-forming molecular clouds Sgr A, Sgr B2
in the Galactic Center region with
a strong CS emission from dense molecular gas
(e.g. Blitz et al. 1993). To model such a case we considered an SN
fragment of radius 31016 cm and of
oxygen mass of 10
,
containing also
10
of an impurity (Fe, Ar, Si). The fragment is
propagating through
a molecular clump of number density 10
with a velocity
1000
.
The magnetic field value in the cloud is about 100
and
at 1 keV.
Linea |
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1080 | 1620 | 2700 | ||
O (0.54 keV) | 40.4 | 104 | 1638 | 33 880 |
Si (1.7 keV) | 1.3 | 10 | 48 | 592b |
Ar (2.9 keV) | 0.5 | 4 | 20 | 272b |
Fe (6.4 keV) | 0.4 | 3 | 15 | 78 b |
T(2) [107 K] | 0.3 | 0.5 | 1.0 |
a The luminosities are in 1038 ph s-1. b The absorption depths can be applied only for the ionization states Si VI, Ar X, Fe XVIII and higher. |
We calculated the local emissivities
of K-shell lines through the fragment depth
as well as the integrated
line luminosities.
Table 1 contains the luminosities
of K
lines of O, Si, Ar, Fe.
These luminosities are not corrected for the optical depth effect.
We have also given the maximal depths
for resonant scattering
calculated on the assumption that the column density of a given
charge state
of the ion A is equal to
.
To obtain a real
estimation one should correct the depth for the actual column densities
of the ions with incomplete L-shells.
Note that in Tables 1 and 2 we presented only
the integral luminosities of the K
complex.
A prediction for the line shape depends on the details of the
ion charge state profile inside the fragment. The exact modeling of the
ionization profile is beyond the scope of the present paper.
Nevertheless, one could see that in the case
when the bow shock is radiative (see below)
the dominant iron charge state in the fragment
becomes lower than Fe XVIII, providing the low resonant absorption depth and
the line centroid to be close to 6.4 keV.
We assumed in Table 1 that the
gas micro-turbulence velocity w6 = 1,
and the ion temperature
K in the fragment body.
The ion temperatures
T(2) presented in Tables 1 and 2 were calculated
for the position just after the viscous subshock. The observable electron
temperatures in the postshock relaxation region are somewhat lower.
As seen in Table 1, an increase in
the fragment velocity results in a strong enhancement of
the line luminosities.
For the lower knot velocities the line emission
drops down drastically because the Coulomb losses are dominating in that case.
Note however that if the value of k0 was less than
10
(at 1 keV) even the fragments of
lower velocity (
)
could provide a substantial line
luminosity. A fast fragment interacting
with CS-emitting gas of density
10
could reach
even higher line luminosity if
(at 1 keV).
Since the larger fragments (for a given knot mass) are
more transparent for the K-shell lines of oxygen (and other elements)
a fast SN fragment of
cm, propagating
through the inter-clump medium of density
,
might have
a prominent oxygen K-line.
A fast fragment of a larger scale
1017 cm, of the same mass 10
,
entering the molecular clump will have
and
would drive a strong shock into the metal-rich fragment.
Such a fragment should be a source of gamma-ray lines and
also light (and other spallogenic origin) elements produced by accelerated
ion interactions
with the metal-rich knot. It would appear as a bright transient source.
Copyright ESO 2002