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Astron. Astrophys. 342, 233-256 (1999) 7. The future evolution of the fingertip coresWe may now ask what the eventual fate of the dense clumps in the fingers is likely to be. Using the virial theorem, assuming a constant density profile for the clumps, and assuming them to be immersed in a background medium which exerts a surface pressure P s, we obtain for the virial mass: where r is the clump radius, and G is the
gravitational constant (Bowers & Deeming 1984). If the clumps are
immersed in background material of number density n (H
2) = 2 104 cm-3, the line widths
inside and outside the clump are
When the IS-front propagates into the clumps, the effective
external pressure acting on the clumps will rise from P /
k = 3.5 106-1.2 108 cm-3 K,
resulting in the cloud being strongly compressed. The question of
whether this shock-induced implosion will lead to star formation in
the clumps, or to their disruption, remains unclear, since the
crossing time of the shock and the gravitational free-fall time of the
clump are comparable (i.e. Although we have concluded that the dense clumps observed in the fingertips have not been formed by the action of RDI, we note that the clumps have an elongated appearance as seen in Fig. 4. This is probably due to the pressure of the IS-front beginning to compress the clumps as the front propagates into the fingers. ![]() ![]() ![]() ![]() © European Southern Observatory (ESO) 1999 Online publication: December 22, 1998 ![]() |