Astronomy and Astrophysics – Astronomy
Scientific paper
Jun 1995
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1995apj...446..724v&link_type=abstract
Astrophysical Journal v.446, p.724
Astronomy and Astrophysics
Astronomy
37
Magnetohydrodynamics: Mhd, Plasmas, Turbulence
Scientific paper
We suggest a new model for the structure of a magnetic field embedded in a plasma whose average turbulent and magnetic energy densities are both much less than the gas pressure. This model is based on the popular notion that the magnetic field will tend to separate into individual flux tubes. We point out that interactions between the flux tubes will be dominated by coherent effects stemming from the turbulent wakes created as the fluid streams by the flux tubes. Balancing the attraction caused by shielding effects with turbulent diffusion we find that flux tubes have typical radii comparable to the local Mach number squared times the large-scale eddy length, are arranged in a one-dimensional fractal pattern, have a radius of curvature comparable to the largest scale eddies in the turbulence, and have an internal magnetic pressure comparable to the ambient pressure. When the average magnetic energy density is much less than the turbulent energy density, the radius and curvature scale of the flux tubes will be smaller than these estimates. Allowing for resistivity changes these properties but does not alter the macroscopic properties of the fluid or the large-scale magnetic field. In either case we show that the Sweet-Parker reconnection rate is at least as fast as an eddy turnover time. Realistic stellar plasmas are expected to either be in the ideal limit (e.g., the solar photosphere) or the resistive limit (the bulk of the solar convection zone). Allowing for significant viscosity drastically changes the macroscopic properties of the magnetic field. We find that all current numerical simulations of three-dimensional MHD turbulence are in the viscous regime and are inapplicable to stars or accretion disks. However, these simulations are in good quantitative agreement with our model in the viscous limit.
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