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Figure 2:
Multi wavelength observations of the central part of the
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Figure 3:
Temperature map as derived from the 7.9, 11.9, 12.9 and 20
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The N band and Q band images give a detailed view of the innermost few
arcsec of the homunculus, where in the optical images the waist is
situated. Previous studies revealed the presence of emission blobs of
different intensity roughly 1.5 arcsec northeast and southwest of the
central point source. These emission blobs have been interpreted as
evidence for an equatorial torus (Pol99; Mor99).
This torus has been held responsible for the strongly bipolar geometry
of the homunculus (Mor99). From the ISO spectrum a
temperature of the matter in the torus of 110 to 130 K was derived,
and a dust mass of about 0.15 .
Our new images show for the first time the detailed geometry of the
material emitting at these wavelengths down to very low brightness
levels. The images show that the mid-IR emission is not due to
limb-brightening of a torodial dust distribution seen edge-on (in
Mor99 assumed to be co-spatial with the distribution
of the massive cold material). Rather, the blobs reported by previous
studies turn out to be two arcs of emission. A careful inspection of
the 11.9 m image shows that the arc southwest of the central star
is a closed ring. We will refer to these two structures as "the two
rings'' in what follows, because both arcs have the same size and
inclination. The southwest ring passes through the central point
source, so this point source cannot be at the centre of the rings. The
northeast structure has an irregular surface intensity with a strong
intensity maximum in the north. The axis connecting both rings is not
aligned with the projection of the long axis of the homunculus on the
sky (see below). We note that one of the two rings can be recognised
in the 20
m images published by
Pol99; Mor99 and PL00.
However, the factor of two better spatial resolution at 10
m
compared to 20
m together with the high sensitivity allows for a
much clearer view of these structures.
The temperature map shows that the two rings have roughly similar
temperatures of 280-380 K. These temperatures agree well with the
values derived by previous studies (Smith et al. 1998;
Pol99; PL00). If we assume that there is no
large difference in the foreground extinction towards both rings, this
shows that the dust in the two rings is heated similarly. The
question arises what the location of the 110-130 K massive dust
component, inferred from the ISO observations is. Since this spectral
component peaks at 30 m and no flux jumps due to SWS aperture
transitions are seen, it must fit within the SWS band 3A beam. The low
temperature implies a different physical component from that in the
lobes or rings, such as a torus, as previously suggested by
Mor99. Davidson & Smith (2000) have shown that
this cold component should have a minumum projected area of 37
arcsec2 in order to reproduce the required flux levels. An inclined
torus of that size (which would not show limb-brightening) fits easily
within the SWS beam.
We have constructed a geometrical model for the mid-IR emission of the
equatorial regions (sketched in Fig. 4). The model
assumes the presence of two circular rings. We varied the position
angle on the sky as well as the inclination angle until a good match
with the observations was obtained. The result is shown in
Fig. 4. We find that the rings have a diameter of
1.8 arcsec and a de-projected distance between the two rings of 3
arcsec. The structure is rotated by 117 or 297 degrees in the plane
of the sky with respect to north-south (depending on which of the two
rings is in front). The inclination between the major axis of the
homunculus and of the axis connecting the centres of the two rings is
either 37 or 58 degrees, using an inclination of the axis of the
homunculus to the plane of the sky of 40 degrees. The error on these angles is about 10 to 15 degrees, mostly determined by the wide range of values given in the
literature for the inclination of the homunculus
(e.g. Hillier & Allen 1992). Note that the region in our model
where the projection of both rings overlap on the sky coincides with
an intensity maximum in the observed images, again supporting our two
ring model.
Copyright ESO 2001