Structure functions with higher-order stencils as a probe to separate small- and large-scale magnetic fields
Amit Seta, Christoph Federrath

TL;DR
This paper introduces a novel method using higher-order structure functions of Faraday rotation measures to distinguish and analyze small- and large-scale magnetic fields in galaxies, improving magnetic field characterization from radio observations.
Contribution
The paper develops and demonstrates a new technique employing higher-order structure functions to separate and quantify multiscale magnetic fields in galaxies, with calibration and application to real data.
Findings
Successfully applied to M51 and NGC 6946 galaxies
Provides calibration methods for magnetic field scale and strength
Enhances analysis of multiscale magnetic fields in radio polarisation data
Abstract
Magnetic fields are an energetically important component of star-formation galaxies, but it is often difficult to measure their properties from observations. One of the complexities stems from the fact that the magnetic fields, especially in spiral galaxies, have a two-scale nature: a large-scale field, coherent over scales and a small-scale, random field with a scale of . Moreover, it is known that the strength of small- and large-scale fields are comparable and this makes it even harder to find their imprints in radio polarisation observations such as the Faraday rotation measure, , which is the integral over the path length of the product of the thermal electron density and the parallel component of the magnetic field to the line of sight. Here, we propose and demonstrate the use of second-order structure functions of computed…
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Taxonomy
TopicsMagnetic Properties and Applications · Electromagnetic Effects on Materials · Magnetic Properties of Alloys
