Astronomy and Astrophysics – Astrophysics
Scientific paper
2003-07-05
Astrophys.J.597:424-433,2003
Astronomy and Astrophysics
Astrophysics
26 pages, 2 figures. Accepted to the Astrophysical Journal
Scientific paper
10.1086/378237
We study the density structure of candidate contracting starless core L694-2 using 1.3 mm dust continuum observations from the IRAM Plateau de Bure Interferometer and the Berkeley-Illinois-Maryland Array, probing spatial scales from 10000-500 AU. The long baseline PdBI observations detect no emission, and limit the contamination from a compact component F_c < 2.7 mJy. This limit corresponds to a very small disk mass, M_disk < 5e-4 M_sun x (60 K / T_disk), and bolsters the ``starless'' interpretation of the core. The shorter baseline BIMA data are compared to density models using a physically motivated temperature distribution with a central minimum. This analysis provides clear evidence for a turn-over from the steep outer density profile observed in dust extinction to much more shallow behavior in the inner regions (<7500 AU). The best fit Bonnor-Ebert, Plummer-like, broken power law, and end-on cylinder models produce very similar flattened profiles and cannot be distinguished. We quantify the sensitivity of the inferred structure to various uncertainties, including the temperature distribution, the central position, and the presence of a weak unresolved central component. The largest uncertainty comes from the temperature assumption; an isothermal model modifies the best fit parameters by \~2 sigma, with the inferred profiles more shallow. Dust emission and extinction profiles are reproduced by an embedded cylinder with scale height H=13.5'' inclined at a small angle to the line of sight. The flat central density profile suggests that pressure forces still support the core, despite the extended inward motions inferred from molecular line observations (Lee, Myers, & Tafalla 2001). In the context of the cylindrical density model, these inward motions may represent the contraction of a prolate core along its major axis.
Harvey Daniel W. A.
Myers Philip C.
Tafalla Mario
Wilner David J.
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