Coherent structures in the dynamics of the large-scale solar magnetic field

Citation
Av. Mordvinov et La. Plyusnina, Coherent structures in the dynamics of the large-scale solar magnetic field, ASTRON REP, 45(8), 2001, pp. 652-658
Citations number
26
Categorie Soggetti
Space Sciences
Journal title
ASTRONOMY REPORTS
ISSN journal
10637729 → ACNP
Volume
45
Issue
8
Year of publication
2001
Pages
652 - 658
Database
ISI
SICI code
1063-7729(200108)45:8<652:CSITDO>2.0.ZU;2-D
Abstract
Variations in the mean solar magnetic field (MSMF) are studied in both the frequency-time and longitude-time domains. A wavelet analysis of the MSMF c learly demonstrates that variations in the mean field are not stationary. C ombined with longitude-time diagrams for the background solar magnetic fiel d (BSMF), the analysis reveals the emergence of the background field, which occurs discretely at intervals of 1.5-2 years. Based on an analysis of the fine structure in MSMF variations, we develop a numerical technique to stu dy time-dependent heliographic-longitude distribution of the large-scale ma gnetic field. A detailed picture of the rota,e-scale magnetic field is deri ved for activity cycles 20-23. Coherent structures are detected in longitud e-time diagrams obtained by deconvolving the MSMF series. These structures are related to discrete rigid-rotation modes of the large-scale magnetic fi elds. Various rotational modes coexist and replace one another. During the phase of activity growth, modes with periods of 27.8-28.5 days dominate, wh ereas a mode with a rotational period of about 27 days dominates during the decline phase. Occasionally, modes with periods of 29-30 days appear. Most structures in the longitude-time MSMF distribution correspond to similar s tructures in the BSMF distribution for the northern or southern hemisphere. Chronologically, the emergence of the BSMF has frequently been accompanied by changes in the solar rotational regime and has been correlated with var iations in the polarity asymmetry in the course of the 11-year activity cyc le. (C) 2001 MAIK "Nauka/Interperiodica".