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- W1498067174 abstract "The analytic structure and geometrical meaning of multipole expansions for systems containing convection and induction currents are illustrated in the framework of classical electrodynamics. The main attention is devoted to the expansion of the transverse electric part of the current, in which the authors have identified a third family of multipole parameters: toroidal moments and their radii. The electromagnetic properties of the simplest toroidal systems are analyzed. The connection between multipole expansions and the methods of invariant parametrizations of relativistic matrix elements of a current operator is emphasized. Some consequences and effects of the existence of these moments are pointed out in the theory of atomic and nuclear transitions. A review is made of the results achieved on the extraction of toroidal moments of nuclear transitions through nuclear conversion penetration parameters, the possibilities of extracting information about toroidal giant resonances, etc. The results are given of the study of anapoles (toroidal dipoles) in the framework of the problem of parity violation by the electroweak interactions in atomic, nuclear, quasinuclear, and quark systems." @default.
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- W1498067174 date "1983-09-01" @default.
- W1498067174 modified "2023-09-26" @default.
- W1498067174 title "Toroidal moments in the physics of electromagnetic and weak interactions" @default.
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