The JCMT BISTRO Survey: The Distribution of Magnetic Field Strengths towards the OMC-1 Region

TL;DR

This study applies an enhanced Davis-Chandrasekhar-Fermi method to map magnetic field strengths in OMC-1, revealing variations and the magnetic support status of different clumps within the cloud.

Contribution

It introduces a new application of the DCF method to estimate magnetic field strength distribution in OMC-1 using JCMT polarization and spectral data.

Findings

Magnetic field strengths range from 0.8 to 26.4 mG.

Central clumps are magnetically supercritical, outer regions are subcritical.

Magnetic pressure dominates over turbulence in OMC-1.

Abstract

Measurement of magnetic field strengths in a molecular cloud is essential for determining the criticality of magnetic support against gravitational collapse. In this paper, as part of the JCMT BISTRO survey, we suggest a new application of the Davis-Chandrasekhar-Fermi (DCF) method to estimate the distribution of magnetic field strengths in the OMC-1 region. We use observations of dust polarization emission at 450 $\mu$m and 850 $\mu$m, and C$^{18}$O (3-2) spectral line data obtained with the JCMT. We estimate the volume density, the velocity dispersion and the polarization angle dispersion in a box, 40$''$ $\times$ 40$''$ (5$\times$5 pixels), which moves over the OMC-1 region. By substituting three quantities in each box to the DCF method, we get magnetic field strengths over the OMC-1 region. We note that there are very large uncertainties in inferred field strengths, as discussed in detail in this paper. The field strengths vary from 0.8 to 26.4 mG and their mean value is about 6 mG. Additionally, we obtain maps of the mass-to-flux ratio in units of a critical value and the Alfv$\acute{e}$n mach number. The central parts of the BN-KL and South (S) clumps in the OMC-1 region are magnetically supercritical, so the magnetic field cannot support the clumps against gravitational collapse. However, the outer parts of the region are magnetically subcritical. The mean Alfv$\acute{e}$n mach number is about 0.4 over the region, which implies that the magnetic pressure exceeds the turbulent pressure in the OMC 1 region.