Abstract
The mathematical model of magnetic reconnection in the vicinity of critical points is discussed in the frame of 3D magneto-hydrodynamics. A mixed problem for an initial magnetic configuration without external currents was formulated and solved numerically. The evolution of a magnetic field in the vicinity of the null point and null line for the case of the forced magnetic reconnection mode is considered. Results of computational experiments concerning the formation of complex self-organizing nonlinear structures are presented.
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