On the prediction of maximum amplitude for solar cycles using geomagnetic precursors

被引:51
作者
Lantos, P [1 ]
Richard, O [1 ]
机构
[1] Observ Paris, F-92195 Meudon, France
关键词
D O I
10.1023/A:1005087612053
中图分类号
P1 [天文学];
学科分类号
0704 ;
摘要
Precursor methods for the prediction of maximum amplitude of the solar cycle have previously been found to provide the most reliable indication for the size of the following cycle, years in advance. In this paper, we evaluate several of the previously used geomagnetic precursor methods and some new ones, both as single-variate and multivariate regressions. The newer precursor methods are based on the size of the geomagnetic index maximum, which, since cycle 12, has always occurred during the declining portion of the solar cycle, usually several years before subsequent cycle minimum. These various precursor techniques are then applied to cycle 23, yielding the prediction that its maximum amplitude should be about 168 +/- 15 (r.m.s.), peaking sometime in 1999-2000.
引用
收藏
页码:231 / 246
页数:16
相关论文
共 51 条
[1]  
Bartels J., 1949, IATME Bull, V12B, P97
[2]   A prediction of the peak sunspot number for solar cycle 23 [J].
Bounar, KH ;
Cliver, EW ;
Boriakoff, V .
SOLAR PHYSICS, 1997, 176 (01) :211-216
[3]   The correlation between sunspot and coronal hole cycles and a forecast of the maximum of sunspot cycle 23 [J].
Bravo, S ;
Stewart, GA .
SOLAR PHYSICS, 1997, 173 (01) :193-198
[4]   SOME PROPERTIES OF DAY-TO-DAY VARIABILITY OF SQ(H) [J].
BROWN, GM ;
WILLIAMS, WR .
PLANETARY AND SPACE SCIENCE, 1969, 17 (03) :455-&
[5]  
BROWN GM, 1979, SOL TERR PRED WORKSH
[6]  
BROWN GM, 1986, SOL TERR PRED WORKSH
[7]   NEURAL-NETWORK PREDICTION OF SOLAR-ACTIVITY [J].
CALVO, RA ;
CECCATTO, HA ;
PIACENTINI, RD .
ASTROPHYSICAL JOURNAL, 1995, 444 (02) :916-921
[8]  
DENKMAYR K, 1993, THESIS U LINZ AUSTRI
[9]  
DENKMAYR K, 1997, SOL TERR PRED WORKSH
[10]   Comparison of neural network and McNish and Lincoln methods for the prediction of the smoothed sunspot index [J].
Fessant, F ;
Pierret, C ;
Lantos, P .
SOLAR PHYSICS, 1996, 168 (02) :423-433