Abstract

The Zeeman effect and dust grain alignment are two major methods for probing magnetic fields (B-fields) in molecular clouds, largely motivated by the study of star formation, as the B-field may regulate gravitational contraction and channel turbulence velocity. This review summarizes our observations of B-fields over the past decade, along with our interpretation. Galactic B-fields anchor molecular clouds down to cloud cores with scales around 0.1 pc and densities of 104–5 H2/cc. Within the cores, turbulence can be slightly super-Alfvénic, while the bulk volumes of parental clouds are sub-Alfvénic. The consequences of these largely ordered cloud B-fields on fragmentation and star formation are observed. The above paradigm is very different from the generally accepted theory during the first decade of the century, when cloud turbulence was assumed to be highly super-Alfvénic. Thus, turbulence anisotropy and turbulence-induced ambipolar diffusion are also revisited.

Highlights

  • In one of the most popular review articles of star formation theories before the 1990s, ‘Star formation in molecular clouds—observation and theory’ [1], we were told that magnetic fields are the main force regulating the self-gravity that pulls the gas together in a molecular cloud to form stars

  • Much of the literature has claimed that ambipolar diffusion (AD)—the decoupling between the motions of neutrals and B-field—takes too long to be important in molecular clouds

  • Star formation is a result of the competition between gravity, B-fields and turbulence affecting the gas distribution in molecular clouds

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Summary

Introduction

In one of the most popular review articles of star formation theories before the 1990s, ‘Star formation in molecular clouds—observation and theory’ [1], we were told that magnetic fields are the main force regulating the self-gravity that pulls the gas together in a molecular cloud to form stars. The observations are focused on the interactions between the B-field and gravity and between the B-field and turbulence. The former depends on Zeeman measurements (to estimate the field strength) and field-aligned dust grains (to probe field orientations). While the anisotropy is a result of turbulence-field coupling, we observed that the decoupling is significant at sub-pc scales. This may provide a solution for the so-called “magnetic braking” catastrophe for protostellar disk formation, and indicates that ideal MHD may not be ideal for simulations at cloud-core scales

Zeeman Measurements
Usually Ignored Facts about the B–ρ Relation
Simulations Aiming to Reproduce the Zeeman B–ρ Relation
Bayesian Analysis
Grain Alignment Measurements and Implication
Anchoring Galactic B-Field in Cloud Cores?
Turbulence-Induced Ambipolar Diffusion
Summary
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