Magnetic flux in the inter-network quiet Sun from comparison with numerical simulations
arXiv:astro-ph/0512395 · doi:10.1051/0004-6361:20054331
Abstract
Khomenko et al. estimate the mean magnetic field strength of the quiet Sun to be 20 G. The figure is smaller than several existing estimates, and it comes from the comparison between observed Zeeman polarization signals and synthetic signals from numerical simulations of magneto-convection. The numerical simulations require an artificially large magnetic diffusivity, which smears out magnetic structures smaller than the grid scale. Assuming a turbulent cascade for the unresolved artificially smeared magnetic fields, we find that their unsigned magnetic flux is at least as important as that explicitly shown in the simulation. The unresolved fields do not produce Zeeman polarization but contribute to the unsigned flux.Since they are not considered by Khomenko et al., their mean magnetic field strength has to be regarded as a lower limit. This kind of bias is not specific of a particular numerical simulation or a spectral line. It is to be expected when observed quiet Sun Zeeman signals are compared with synthetic signals from simulations.
arXiv commentAccepted A&A. 4 pages, 0 figures
References in corpus (6)
- A Substantial Amount of Hidden Magnetic Energy in the Quiet Sun
- On the Spectrum of Magnetohydrodynamic Turbulence
- Quiet Sun magnetic fields at high spatial resolution
- The distribution of Quiet Sun magnetic field strengths from 0 to 1800 G
- Polarization of photospheric lines from turbulent dynamo simulations
- The problem of small and large scale fields in the solar dynamo
Cited by in corpus (6)
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- Astrophysics in 2006
- Stokes Diagnostis of 2D MHD-simulated Solar Magnetogranulation
- Horizontal Magnetic Fields in the Solar Photosphere