Resistive diffusion of force-free magnetic fields in a passive medium. IV - The dynamical theory

Astronomy and Astrophysics – Astrophysics

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Chromosphere, Force-Free Magnetic Fields, Magnetic Diffusion, Solar Flares, Solar Magnetic Field, Inertia, Lorentz Force, Magnetic Effects, Magnetohydrodynamics, Partial Differential Equations, Transit Time

Scientific paper

The subsequent resistive diffusion of an initially force-free magnetic field in a tenuous medium, initially at rest, is considered. The inertia of the medium is taken into account. The one-dimensional case is treated by an expansion of both the momentum and the hydromagnetic induction equations of the parameter epsilon = An/V0 in the limit of epsilon being much less than 1. Here A(-1) is a typical length scale, n the constant resistive coefficient, and V0 the Alfven speed. It is found that within the Alfven transit time a small nonzero Lorentz force sets in and accelerates the medium to move in a manner such that the magnetic field may remain almost force-free for an extended period of time.

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