Studying magnetic fields and dust in M17 using polarized thermal dust emission observed by SOFIA/HAWC+

TL;DR

This study provides high-resolution measurements of magnetic fields in M17 using SOFIA/HAWC+ polarization data, revealing magnetic field strengths, morphologies, and dust polarization behavior, and discusses their implications for star formation and dust physics.

Contribution

It presents the first high-resolution magnetic field measurements in M17, analyzes their morphology, strength, and relation to dust properties, advancing understanding of magnetic influence in star-forming regions.

Findings

Magnetic fields are strong and sub-Alfvénic in M17 regions.

Magnetic field morphology varies between regions, showing hourglass and pillar shapes.

Polarization fraction decreases with intensity and column density, and varies with dust temperature.

Abstract

We report the highest spatial resolution measurement of magnetic fields in M17 using thermal dust polarization taken by SOFIA/HAWC+ centered at 154 $\mu$m wavelength. Using the Davis-Chandrasekhar-Fermi method, we found the presence of strong magnetic fields of $980 \pm 230\;\mu$G and $1665 \pm 885\;\mu$G in lower-density (M17-N) and higher-density (M17-S) regions, respectively. The magnetic field morphology in M17-N possibly mimics the fields in gravitational collapse molecular cores while in M17-S the fields run perpendicular to the matter structure and display a pillar and an asymmetric hourglass shape. The mean values of the magnetic field strength are used to determine the Alfv\'enic Mach numbers ($\mathcal{M_A}$) of M17-N and M17-S which turn out to be sub-Alfv\'enic, or magnetic fields dominate turbulence. We calculate the mass-to-flux ratio, $\lambda$, and obtain $\lambda=0.07$ for M17-N and $0.28$ for M17-S. The sub-critical values of $\lambda$ are in agreement with the lack of massive stars formed in M17. To study dust physics, we analyze the relationship between the dust polarization fraction, $p$, and the thermal emission intensity, $I$, gas column density, $N({\rm H_2})$, and dust temperature, $T_{\rm d}$. The polarization fraction decreases with intensity as $I^{-\alpha}$ with $\alpha = 0.51$. The polarization fraction also decreases with increasing $N(\rm H_{2})$, which can be explained by the decrease of grain alignment by radiative torques (RATs) toward denser regions with a weaker radiation field and/or tangling of magnetic fields. The polarization fraction tends to increase with $T_{\rm d}$ first and then decreases when $T_ {\rm d} > 50$ K. The latter feature seen in the M17-N, where the gas density changes slowly with $T_{d}$, is consistent with the RAT disruption effect.