phenomenon

galactic outflow

Ejection of gas from galaxies, driven by stellar winds or supernovae, enriching the intergalactic medium.
28 related articles · 1 formulas

Description

Galactic outflows are large-scale ejections of gas from a galaxy, driven by the combined energy of supernovae, stellar winds, or an active galactic nucleus. These outflows carry mass, metals, and energy out of the galaxy into the surrounding intergalactic medium (IGM), enriching it with heavy elements and influencing the galaxy's star formation rate. They are a key feedback mechanism in galaxy evolution, regulating the growth of galaxies and their black holes.

History

The concept of galactic outflows emerged in the 1960s–70s from observations of ionized gas in starburst galaxies. Theoretical models of supernova-driven winds were developed in the 1980s, and the role of AGN-driven outflows became prominent in the 2000s.

How it works

When massive stars explode as supernovae or when a black hole accretes matter, they inject enormous energy into the surrounding interstellar gas. This energy heats the gas, creating a hot, overpressurized bubble that expands and accelerates outward. As the outflow travels, it can sweep up cooler gas, driving a multiphase wind. The outflow may escape the galaxy's gravitational potential if its velocity exceeds the escape speed, or it may fall back, recycling gas for future star formation.

In practice

Galactic outflows are essential for understanding the metal enrichment of the universe, the quenching of star formation, and the observed mass-metallicity relation in galaxies.

Fun fact

Outflows can act as 'cosmic laundries' — they not only expel gas but also accelerate cosmic rays, which can in turn drive further outflows in a self-sustaining cycle.

Concept graph →

Formulas

$$\dot{M}_{out} = \rho v A$$
Mass outflow rate is density times velocity times area.
What is in the formula
Ṁ_outvariableMass outflow rate — mass flow rate kilogram per second
ρvariableMass density of the outflowing material — mass density kilogram per cubic metre
vvariableFlow velocity perpendicular to the area — velocity metre per second
AvariableCross-sectional area through which material flows — area square metre
$$\dot{m}_{out}=ωn_hm_pv_{out}r$$ · 2606.05312v1
\dot{m}_{{out}}=1.2m_\odot{yr}^{-1}(\frac{ω}{0.4*4π})(\frac{r_{{out}}}{1{kpc}})(\frac{v_{{out}}}{200{km/s}})(\frac{ew}{1{å}}) · 2607.20606v1

Related articles · 28

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