On the Appearance of Thresholds in the Dynamical Model of Star Formation
Bruce G. Elmegreen

TL;DR
This paper presents a unified dynamical model explaining the different observed power laws in the Kennicutt-Schmidt star formation relation, linking gas density, galaxy structure, and star formation efficiency without requiring thresholds.
Contribution
It introduces a model that accounts for multiple KS relations through gas collapse dynamics and density probability distribution, eliminating the need for star formation thresholds.
Findings
Different KS slopes arise from gas collapse at fixed dynamical fractions.
Observed star formation efficiencies relate to dense gas fractions via the model.
Predictions include specific behaviors for failed galaxies and young molecular-rich systems.
Abstract
The Kennicutt-Schmidt (KS) relationship between the surface density of the star formation rate (SFR) and the gas surface density has three distinct power laws that may result from one model in which gas collapses at a fixed fraction of the dynamical rate. The power law slope is 1 when the observed gas has a characteristic density for detection, 1.5 for total gas when the thickness is about constant as in the main disks of galaxies, and 2 for total gas when the thickness is regulated by self-gravity and the velocity dispersion is about constant, as in the outer parts of spirals, dwarf irregulars, and giant molecular clouds. The observed scaling of the star formation efficiency (SFR per unit CO) with the dense gas fraction (HCN/CO) is derived from the KS relationship when one tracer (HCN) is on the linear part and the other (CO) is on the 1.5 part. Observations of a threshold density or…
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Taxonomy
TopicsSpectroscopy and Laser Applications · Astrophysics and Star Formation Studies · Phase Equilibria and Thermodynamics
