THRESHOLDS AND THE CHEMICAL EVOLUTION OF GALACTIC DISKS

Citation
K. Chamcham et al., THRESHOLDS AND THE CHEMICAL EVOLUTION OF GALACTIC DISKS, Monthly Notices of the Royal Astronomical Society, 263(4), 1993, pp. 967-988
Citations number
30
Categorie Soggetti
Astronomy & Astrophysics
ISSN journal
00358711
Volume
263
Issue
4
Year of publication
1993
Pages
967 - 988
Database
ISI
SICI code
0035-8711(1993)263:4<967:TATCEO>2.0.ZU;2-3
Abstract
Observations by Kennicutt suggest that significant star formation in g alactic discs only occurs when a criterion for disc instability is sat isfied and that, when star formation is occurring, departure from the marginal state is not great. We have studied galactic disc models in w hich there is no star formation until the disc has a threshold surface density at which an instability criterion is satisfied. We assume tha t the rate of the subsequent star formation is just such as to keep th e criterion marginally satisfied. Our models contain many approximatio ns and free parameters, but they do have properties which resemble tho se of real galactic discs. These include a slow variation of the star formation rate with time and a slow change in both space and time of t he gas random velocity. There is good general agreement with the obser ved stellar age/metallicity relation. After a time, at any radial posi tion, the rate of star formation is close to a power law in the gas su rface density. Because of the threshold, no stars are produced until s ome time after the disc starts forming and, if the model were valid, t here would therefore be no luminous discs at very high redshift. Moreo ver, there should not be a large density of hidden matter in the form of elementary particles in the solar neighbourhood. The threshold mode l cannot readily explain the G-dwarf distribution in the solar neighbo urhood, and it is necessary to suppose that the disc starts with a non -zero initial metallicity. The model in which gas infall proceeds on t he same time-scale at all radii does not produce abundance gradients a s large as those observed. There is some improvement if the infall is biased, occurring more slowly at larger radii.