Scaling laws for magnetic fields on the quiet Sun
Jan O. Stenflo

TL;DR
This paper derives scaling laws for the Sun's magnetic fields across scales from resolved observations to the diffusion limit, revealing how magnetic energy and flux structures evolve and are distributed in the quiet Sun.
Contribution
It introduces a novel analysis combining Hinode data and Hanle effect constraints to establish magnetic energy spectra and flux distributions across a wide range of scales in the quiet Sun.
Findings
Flux tubes are peaked at 10-100 km scales.
Magnetic energy in hidden flux is comparable to that in flux tubes.
Both flux tubes and hidden flux are mainly located in intergranular lanes.
Abstract
The Sun's magnetic field is structured over a range of scales that span approximately seven orders of magnitudes, four of which lie beyond the resolving power of current telescopes. Here we have used a Hinode SOT/SP deep mode data set for the quiet-sun disk center in combination with constraints from the Hanle effect to derive scaling laws that describe how the magnetic structuring varies from the resolved scales down to the magnetic diffusion limit, where the field ceases to be frozen-in. The focus of the analysis is a derivation of the magnetic energy spectrum, but we also discuss the scale dependence of the probability density function (PDF) for the flux densities and the role of the cancellation function for the average unsigned flux density. Analysis of the Hinode data set with the line-ratio method reveals a collapsed flux population in the form of flux tubes with a size…
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