Pressure Relations and Vertical Equilibrium in the Turbulent, Multiphase ISM
H. Koyama, E. C. Ostriker

TL;DR
This study uses numerical simulations to explore how turbulence, self-gravity, and galactic rotation influence pressure, gas distribution, and molecular content in the interstellar medium, revealing the importance of turbulence for realistic molecular fractions.
Contribution
It demonstrates that turbulence and self-gravity are essential for realistic pressure and molecular fraction modeling in the multiphase ISM, linking galactic dynamics to molecular gas ratios.
Findings
Disk height and pressure are consistent with hydrostatic equilibrium when turbulence and self-gravity are included.
Mass-weighted pressures are much higher than midplane pressure due to gas concentration in clouds.
Turbulence is crucial for matching observed molecular fractions in the ISM.
Abstract
We use numerical simulations of turbulent, multiphase, self-gravitating gas orbiting in model disk galaxies to study the relationships among pressure, the vertical gas distribution, and the ratio of dense to diffuse gas. We show that the disk height and mean midplane pressure are consistent with effective hydrostatic equilibrium, provided that the turbulent vertical velocity dispersion and gas self-gravity are included. Mass-weighted pressures are an order of magnitude higher than the midplane pressure because self-gravity concentrates gas and increases the pressure in clouds. We also investigate the ratio Rmol=M(H2)/M(HI) for our simulations. Blitz and Rosolowsky (2006) showed that Rmol is proportional to the estimated midplane pressure. For model series in which the epicyclic frequency, kappa, and gas surface density, Sigma, are proportional, we recover the empirical relation. For…
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