Hydrodynamical simulations of feedback from AGN

Patrick Yates1, Stas Shabala1, Martin Krause1,2

1University of Tasmania
2University of Hertfordshire

Honourable mentions: Jonathon Rogers, Jesse Swan, Ross Turner, Katie Vandorou

AGN Feedback

Overview

  • Radio mode feedback required to explain evolution of SFR density with redshift
  • Cooling catastrophe
  • Truncation of star-formation in order to reproduce bi-modal galaxy population

Shabala & Alexander 2009, Apj, 699, 525

AGN Feedback

Large-scale feedback

  • Jet inflates bubbles outside the galactic disk
  • Bubbles do work on hot gas halo, through uplifting gas and shock heating

Fabian et al. 2000, MNRAS, 318 (4), 65

AGN Feedback

Galaxy-scale feedback

  • Jets drive supersonic turbulence, drive outflows, can trigger star formation through compression due to shocks and heating
  • This is feedback in the HI region

Mukherjee et al. 2016, MNRAS, 461 (1), 967

How does the large-scale environment affect feedback?

We can use numerical simulations to find out!

Quantifying Environment

Gas density for two halo masses

  • Use the NFW dark matter density profile
  • Gas density profile found by assuming hydrostatic equilibrium (Makino et al. 1998)
  • Assume system is isothermal

$$ \rho_\mathrm{DM}(r) = \frac{\delta_\mathrm{c} \rho_{\mathrm{c}0} }{(r/r_\mathrm{s}) \left( 1 + \frac{r}{r_\mathrm{s}} \right)^2 } $$ $$ \rho_\mathrm{g}(r) = \rho_{\mathrm{g}0} \exp \left( - \frac{27b}{2} \right) \left( 1 + \frac{r}{r_\mathrm{s}} \right)^{27b / (2r / r_\mathrm{s})} $$

Injecting the jet

  • Gas is in hydrostatic equilibrium
  • Jet injected as a mass inflow boundary condition at $r \sim 1$ kpc
  • Non-relativistic jet

Gas density profile showing log of the gas density

Different Environments

Density and Morphology

  • Power: $10^{37}$ Watt
  • Mach Number: 25
  • Active Time: 40 Myr
  • Total Sim Time: 200 Myr

Cluster

Poor group

Different Environments

Energy Components

  • Environment affects how the injected energy is distributed
  • Greater kinetic energy in the $10^{12.5} M_\odot$ mass halo

Cluster

Poor group

Different Environments

Feedback Efficiency

  • Quantified as fraction of injected energy that couples to ambient gas
  • ~80% for $10^{12.5} M_\odot$ mass halo
  • ~50% for $10^{14.5} M_\odot$ mass halo

Different Environments

Observations

Cluster

Poor group

Different Outburst Count

Density and Morphology

  • Left: 1 outburst for 40 Myr
  • Right: 4 outbursts for 10 Myr
  • Both: Same energy injected

4 Outbursts

1 Outburst

Different Outburst Count

Energy Components

  • Outburst count does not significantly affect how injected energy is distributed

4 Outbursts

1 Outburst

Different Outburst Count

Feedback Efficiency

  • Feedback efficiency is not greatly affected by outburst count in rich environment

Cluster

Different Outburst Count

Feedback Efficiency

  • Feedback efficiency is greatly affected by outburst count in poor environment

Poor group

Different Outburst Count

Preconditioning

  • Morphological differences show up clearly in plot of outburst tracers
  • Explains some of the variation in feedback efficiency

Poor group

Cluster

How many compact sources have invisible lobes?

Invisible Lobes

  • Radio AGN which appear compact with FIRST / NVSS may have large "invisible lobes"
  • Invisible lobes are present in simulated radio emission plots
  • Multi-frequency surveys such as GLASS can provide further insight into invisible lobes

1 Outburst

4 Outbursts

Dynamical Models

  • Jet simulations are computationally intensive
  • New semi-analytic model developed by Ross Turner can help with this
  • Semi-analytic dynamical model for expansion and radio emission + a numerical model for backflow
  • Get electron aging, spectral break frequencies and more!

Turner, Shabala+ in prep.

Summary