Origin of strong magnetic fields in Milky-Way like galactic haloes

TL;DR

This paper presents an analytical model for the growth and saturation of magnetic fields in galactic haloes, validated by cosmological MHD simulations, explaining how primordial seed fields amplify to observed strengths.

Contribution

The paper introduces a new analytical model for magnetic field amplification in galactic haloes, validated against detailed cosmological simulations including non-ideal MHD effects.

Findings

Magnetic fields grow rapidly via turbulent dynamo action within hundreds of millions of years.

Halo mergers and feedback processes further amplify magnetic fields over billions of years.

The model accurately predicts saturation levels and growth rates of magnetic fields in galactic environments.

Abstract

An analytical model predicting the growth rates, the absolute growth times and the saturation values of the magnetic field strength within galactic haloes is presented. The analytical results are compared to cosmological MHD simulations of Milky-Way like galactic halo formation performed with the N-body / \textsc{Spmhd} code \textsc{Gadget}. The halo has a mass of $\approx{}3\cdot{}10^{12}$ $M_{\odot}$ and a virial radius of $\approx{}$270 kpc. The simulations in a $\Lambda$CDM cosmology also include radiative cooling, star formation, supernova feedback and the description of non-ideal MHD. A primordial magnetic seed field ranging from $10^{-10}$ to $10^{-34}$ G in strength agglomerates together with the gas within filaments and protohaloes. There, it is amplified within a couple of hundred million years up to equipartition with the corresponding turbulent energy. The magnetic field strength increases by turbulent small-scale dynamo action. The turbulence is generated by the gravitational collapse and by supernova feedback. Subsequently, a series of halo mergers leads to shock waves and amplification processes magnetizing the surrounding gas within a few billion years. At first, the magnetic energy grows on small scales and then self-organizes to larger scales. Magnetic field strengths of $\approx{}10^{-6}$ G are reached in the center of the halo and drop to $\approx{}10^{-9}$ G in the IGM. Analyzing the saturation levels and growth rates, the model is able to describe the process of magnetic amplification notably well and confirms the results of the simulations.