О геометрии потенциального магнитного поля в окрестностях нулевых точек 2-го и высших порядков

Авторы: Лукашенко А.Т., Веселовский И.С.
Сборник: Труды Всероссийской ежегодной конференции с международным участием "Солнечная и солнечно-земная физика 2014"
Серия: ISSN 0552-5829
Год издания: 2014
Место издания: Санкт-Петербург
Первая страница: 263
Последняя страница: 266
Аннотация: In the processes on the Sun a topological structure of the magnetic field, for which null points are a part of, plays an important role. An overview of the geometry of the field lines near the nulls of all orders of the potential magnetic field on the plane on the basis of the expansion in a Taylor series in homogeneous harmonic polynomials is provided, as well as a classification and geometric characteristics of the 1st order nulls in three-dimensional space. If nulls of the 1st order in 3D were considered in detail in the literature previously (see., e.g [1]), the higher orders haven’t been sufficiently studied until now (to this issue is dedicated, for example, the publication [2]). In this paper principles of the classification and description of the 2nd and higher orders nulls in 3D are formulated.
Добавил в систему: Лукашенко Анастасия Тарасовна

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