HI content in galactic disks: The role of gravitational instability


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Abstract

We examine the dependence of the total hydrogen mass MHI in late-type star-forming galaxies on rotation velocity Vrot and optical size D25 or radial scale length R0 of the disk for two samples of galaxies: (i) isolated galaxies (AMIGA) and (ii) galaxies with edge-on disks (flat galaxies according to Karachentsev et al.). MHI given in the HYPERLEDA database for flat galaxies have turned out to be, on average, overestimated by ~0.2 dex compared to isolated galaxies with similar Vrot or D25, which is apparently due to an overestimation of the self-absorption in the HI line. The hydrogen mass in the galaxies of both samples closely correlates with the total specific angular momentum of the galactic disk J, which is proportional to VrotD25 or VrotR0, with the low-surface-brightness galaxies lying along the common VrotR0 sequence. We discuss the possibility of explaining the relationship between MHI and VrotD25 by assuming that the gas mass in the disk is regulated by the marginal gravitational stability condition for the gas layer. Comparison of the observed and theoretically expected dependences leads us to conclude that either the gravitational stability corresponds to higher values of the Toomre parameter than is usually assumed, or the threshold stability condition formost galaxies was fulfilled only in the past, when the gasmass in the disks was a factor of 2–4 higher than that at present (except for the galaxies with an anomalously high observed HI content). The latter condition requires that for most galaxies the conversion of gas into stars be not compensated by the external accretion of gas onto the disk.

About the authors

A. V. Zasov

Sternberg Astronomical Institute; Faculty of Physics

Author for correspondence.
Email: zasov@sai.msu.ru
Russian Federation, Universitetskii pr. 13, Moscow, 119992; Moscow, 119992

N. A. Zaitseva

Sternberg Astronomical Institute

Email: zasov@sai.msu.ru
Russian Federation, Universitetskii pr. 13, Moscow, 119992

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