2019
DOI: 10.1093/mnras/stz3367
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From massive spirals to dwarf irregulars: a new set of tight scaling relations for cold gas and stars driven by disc gravitational instability

Abstract: We present a new galaxy scaling relation that predicts the mass fractions of atomic gas, molecular gas and stars as a function of fundamental physical properties such as mass and specific angular momentum. Our scaling relation stretches across two orders of magnitude in mass fraction, and applies to galaxies of any morphological type from Sa to dIrr, thus spanning five orders of magnitude in stellar mass. It has a 1σ scatter of 0.2 dex, a correlation coefficient of 0.8 and a significance level close to 0, whic… Show more

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Cited by 46 publications
(47 citation statements)
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“…To match our relations, σ gas ∝ M ∼0.25 bar is required; however, it is observed that σ gas ∝ M 0.07 bar (e.g., Murugeshan et al 2020). Assuming a constantσ gas , as in Romeo (2020), this relation predicts j gas ∝ M bar at fixed f gas and j gas ∝ f gas at fixed M bar . Instead, a corollary of our gas relation is that j gas ∝ M 0.78 bar at fixed f gas and that j gas ∝ f 0.27 gas at fixed M bar .…”
Section: Disc Instabilitymentioning
confidence: 69%
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“…To match our relations, σ gas ∝ M ∼0.25 bar is required; however, it is observed that σ gas ∝ M 0.07 bar (e.g., Murugeshan et al 2020). Assuming a constantσ gas , as in Romeo (2020), this relation predicts j gas ∝ M bar at fixed f gas and j gas ∝ f gas at fixed M bar . Instead, a corollary of our gas relation is that j gas ∝ M 0.78 bar at fixed f gas and that j gas ∝ f 0.27 gas at fixed M bar .…”
Section: Disc Instabilitymentioning
confidence: 69%
“…Projecting our baryonic plane into the f gas − q diagram shows that galaxies of a given M bar follow parallel sequences of the form f gas ∝ q 1/β bar = q 2.22 , instead of f gas ∝ q 1.12 4 . Also based on disc instability, Romeo (2020) proposed a set of scaling relations of the form j iσi /(GM i ) ≈ 1, with i denoting stars or gas andσ a mass-weighted radial average of the velocity dispersion σ. This relation produces the scaling j * ∝ M 0.5 * (forσ * ∝ M 0.5 * , as proposed by Romeo 2020) and j gas ∝ M gas , very similar to the values found in MP21 for the 2D relations.…”
Section: Disc Instabilitymentioning
confidence: 99%
“…On the other hand, the optically thin nature of the Hi emission leads to the possibility of probing possible gas inflows via the asymmetry of the line profile (Bournaud et al 2005;Deg et al 2020). The Hi fluxes are found to very closely follow scaling relations such as the star formation rate (SFR) surface density Σ SFR and the combined surface density of molecular (H 2 ) and Hi gas, Σ HI +H 2 (Schmidt 1959;Kennicutt 1998), Hi mass versus stellar mass (Huang et al 2012;Maddox et al 2015;Romeo 2020), Hi mass versus Hi size (Wang et al 2016;Stevens et al 2019), and the Hi-to-H 2 ratio as a function of stellar or gas surface density (Leroy et al 2008). These relations enable us to reveal important information even when we are unable to perform spatially resolved Hi observations (Giovanelli & Haynes 2015).…”
Section: Introductionmentioning
confidence: 78%
“…The empirically based results presented here are optimal for comparing with these predictions as well as for calibrating theoretical models of galaxy evolution (see e.g. Romeo 2020). The results to be presented in this paper are the basis for further studies as the inference of the galaxy–halo connection extended to , , cold gas, and baryon masses.…”
Section: Introductionmentioning
confidence: 88%