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2013
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# Anna Dolgonosova

## Publications:

 Pochinka O. V., Kruglov E., Dolgonosova A. Scenario of reconnection in the solar corona with a simple discretization 2017, Vol. 13, No. 4, pp.  573–578 Abstract In this paper, one of the possible scenarios for the creation of heteroclinic separators in the solar corona is described and realized. This reconnection scenario connects the magnetic field with two zero points of different signs, the fan surfaces of which do not intersect, with a magnetic field with two zero points which are connected by two heteroclinic separators. The method of proof is to create a model of the magnetic field produced by the plasma in the solar corona and to study it using the methods of dynamical systems theory. Namely, in the space of vector fields on the sphere $S^3$ with two sources, two sinks and two saddles, we construct a simple arc with two saddle-node bifurcation points that connects the system without heteroclinic curves to a system with two heteroclinic curves. The discretization of this arc is also a simple arc in the space of diffeomorphisms. The results are new. Keywords: reconnections, separators, bifurcations Citation: Pochinka O. V., Kruglov E., Dolgonosova A.,  Scenario of reconnection in the solar corona with a simple discretization, Rus. J. Nonlin. Dyn., 2017, Vol. 13, No. 4, pp.  573–578 DOI:10.20537/nd1704009