Two populations of sunspots and secular variations of their characteristics

被引:0
作者
Yu. A. Nagovitsyn
A. A. Pevtsov
A. A. Osipova
A. G. Tlatov
E. V. Miletskii
E. Yu. Nagovitsyna
机构
[1] Russian Academy of Sciences,Pulkovo Astronomical Observatory
[2] St. Petersburg State University of Aerospace Instrumentation,undefined
[3] National Solar Observatory,undefined
来源
Astronomy Letters | 2016年 / 42卷
关键词
Sun; solar activity; magnetic field;
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摘要
We investigate the magnetic fields and total areas of mid- and low-latitude sunspots based on observations at the Greenwich and Kislovodsk (sunspot areas) and Mount Wilson, Crimean, Pulkovo, Ural, IMIS, Ussuriysk, IZMIRAN, and Shemakha (magnetic fields) observatories. We show that the coefficients in the linear form of the dependence of the logarithm of the total sunspot area S on its maximum magnetic field H change with time. Two distinct populations of sunspots are identified using the twodimensional H–log S occurrence histogram: small and large, separated by the boundaries log S = 1.6 (S = 40 MSH) and H = 2050 G. Analysis of the sunspot magnetic flux also reveals the existence of two lognormally distributed populations with the mean boundary between them Φ = 1021 Mx. At the same time, the positions of the flux occurrence maxima for the populations change on a secular time scale: by factors of 4.5 and 1.15 for small and large sunspots, respectively. We have confirmed that the sunspots form two physically distinct populations and show that the properties of these populations change noticeably with time. This finding is consistent with the hypothesis about the existence of two magnetic field generation zones on the Sun within the framework of a spatially distributed dynamo.
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页码:703 / 712
页数:9
相关论文
共 90 条
[1]  
Beckers J. M.(1969)undefined Solar Phys. 10 384-undefined
[2]  
Schröter E.H.(1988)undefined Astrophys. J. 327 451-undefined
[3]  
Bogdan T. J.(2005)undefined Astrophys. J. 625 539-undefined
[4]  
Gilman P. A.(1942)undefined Phys. Rev. 62 508-undefined
[5]  
Lerche I.(2015)undefined Astrophys. J. 811 49-undefined
[6]  
Howard R.(1948)undefined Bull. Astron. Instit. Netherl. 10 325-undefined
[7]  
Brandenburg A.(2014)undefined Astron. Astrophys. 565 52-undefined
[8]  
Broxon J. W.(2006)undefined Solar Phys. 239 41-undefined
[9]  
Cho I.-H.(2012)undefined Astrophys. J. Lett. 757 L8-undefined
[10]  
Cho K.-S.(1953)undefined Z. Astrophys. 31 273-undefined