SpringerLink
Forum Springer Astron. Astrophys.
Forum Whats New Search Orders


Astron. Astrophys. 324, L5-L8 (1997)

Previous Section Next Section Title Page Table of Contents

4. Results

In order to optimize the resolution, we choose the J band and a number [FORMULA] stars to estimate the local density. The extinction is characterized at each point by the mean distance to the 20 nearest stars. In the J band the resulting spatial resolution is [FORMULA] for low extinction ([FORMULA]) and [FORMULA] for [FORMULA]. In the I band we find more than [FORMULA] and the [FORMULA] band is not sensitive enough. The final result is the extinction map presented in Fig. 3 with the IRAS 100 [FORMULA] emission isocontours in which a warm contribution has been subtracted (see below). This map in false colours results from the recombination of the 4 wavelet planes.

[FIGURE] Fig. 3. Extinction map derived from J band stellar counts and cold IRAS 100 [FORMULA] emission isocontours at 20, 25, 30, 35 MJy.sr-1 (see text)

The standard deviation of the map is [FORMULA] magnitude. The resolution for high extinction allows to clearly identify 4 distinct maxima greater than 7 which were not resolved by the Schmidt plate analysis. The maximum is [FORMULA]. There is no evidence of saturation. Using the relation between visual extinction and [FORMULA] column density (Savage and Mathis, 1979) we derive the mass M of the cloud for [FORMULA]:

[FORMULA]

where [FORMULA] is the angular size in square radian, d the distance to the cloud, and µ the mean particle mass. To calculate µ we consider a gas composed of [FORMULA] of hydrogen (H2 +HI) and [FORMULA] of helium. The mass cannot be estimated in a straightforward way for [FORMULA] because the slow variation of the extinction and the lower sensitivity in the J band induce important consequences on the value of the solid angle [FORMULA] which delineates the absorbing region, but the larger uncertainty on the mass determination comes from the distance estimate.

The extinction map that we have drawn out and the 100 [FORMULA] map of IRAS have a comparable spatial resolution. It is therefore tempting to cross-correlate the 2 maps to derive some properties of the dust grains. According to Laureijs et al. (1991) the IRAS 100 [FORMULA] flux consists of a cold and a warm components which can be split off into two components using the 60/100 [FORMULA] colour temperature. Following Boulanger et al. (1997), the cold contribution can be written:

[EQUATION]

Fig. 3 shows that our extinction map and the cold 100 [FORMULA] emission are in very good agreement. Note that the two areas with no IRAS contour ([FORMULA]) are due to the presence of peculiar objects such as the Infrared Nebula (Schwartz & Henize, 1983) and very young stellar objects with outflows (Jones et al., 1985). This excellent correlation suggests that the J extinction and the cold 100 [FORMULA] emission have the same origin, a result in agreement with the Désert at al. (1990) dust model which shows that the 100 [FORMULA] emission and the near infrared extinction are both caused by big grains. The warm component contribute strongly to [FORMULA] emission, but not much to the extinction. A plot of the cold IRAS [FORMULA] emission versus visual extinction is presented in Fig. 4.

[FIGURE] Fig. 4. Variation of cold IRAS [FORMULA] emission with visual extinction. Each point corresponds to a position on the map spaced of [FORMULA] in both directions
Previous Section Next Section Title Page Table of Contents

© European Southern Observatory (ESO) 1997

Online publication: May 26, 1998

helpdesk.link@springer.de