4.7 Article

THE EFFECTS OF FLOW-INHOMOGENEITIES ON MOLECULAR CLOUD FORMATION: LOCAL VERSUS GLOBAL COLLAPSE

期刊

ASTROPHYSICAL JOURNAL
卷 790, 期 1, 页码 -

出版社

IOP PUBLISHING LTD
DOI: 10.1088/0004-637X/790/1/37

关键词

instabilities; ISM: clouds; methods: numerical; stars: formation; turbulence

资金

  1. NASA [20269]
  2. Department of Energy [DE-SC-0001063]
  3. Cornell University [41843-7012]
  4. National Science Foundation [AST-0807363]
  5. Space Telescope Science Institute [HST-AR-11250 and HST-AR-11251]
  6. DOE [DE-FC03-02NA00057]
  7. NSF [AST-0807305]
  8. NHSC [1008]
  9. NC Space Grant young investigator program
  10. Center for Research Computing at the University of Rochester
  11. National Science Foundation

向作者/读者索取更多资源

Observational evidence from local star-forming regions mandates that star formation occurs shortly after, or even during, molecular cloud formation. Models of molecular cloud formation in large-scale converging flows have identified the physical mechanisms driving the necessary rapid fragmentation. They also point to global gravitational collapse driving supersonic turbulence in molecular clouds. Previous cloud formation models have focused on turbulence generation, gravitational collapse, magnetic fields, and feedback. Here, we explore the effect of structure in the flow on the resulting clouds and the ensuing gravitational collapse. We compare two extreme cases, one with a collision between two smooth streams, and one with streams containing small clumps. We find that structured converging flows lead to a delay of local gravitational collapse (core formation). Hence, the cloud has more time to accumulate mass, eventually leading to a strong global collapse, and thus to a high core formation rate. Uniform converging flows fragment hydrodynamically early on, leading to the rapid onset of local gravitational collapse and an overall low core formation rate. This is also mirrored in the core mass distribution: the uniform initial conditions lead to more low-mass cores than the clumpy initial conditions. Kinetic (E-k) and gravitational energy (E-g) budgets suggest that collapse is only prevented for E-k >> E-g, which occurs for large scales in the smooth flow, and for small scales for the clumpy flow. Whenever E-k approximate to E-g, we observe gravitational collapse on those scales. Signatures of chemical abundance variations evolve differently for the gas phase and for the stellar population. For smooth flows, the forming cloud is well mixed, while its stellar population retains more information about the initial metallicities. For clumpy flows, the gas phase is less well mixed, while the stellar population has lost most of the information about its origin.

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