2014
DOI: 10.5194/angeo-32-1035-2014
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Difference between even- and odd-numbered cycles in the predictability of solar activity and prediction of the amplitude of cycle 25

Abstract: Abstract. It was shown previously that the sunspot number (SSN) at a point 3 years before the minimum is well correlated with the maximum SSN of the succeeding cycle, and a better correlation is obtained when the maximum SSN is replaced by the average SSN over a cycle for which the average SSN is calculated by dividing cycles at a point 3 years before the minimum (Yoshida and Yamagishi, 2010;Yoshida and Sayre, 2012). Following these findings, we demonstrate in this paper that the correlation between the SSN 3 … Show more

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Cited by 18 publications
(8 citation statements)
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“…Wang (2017) and Jiang and Cao (2018) also predicted Cycle 25 to be comparable to Cycle 24. There are a number of studies predicting Cycle 25 to be slightly stronger (e.g., Cameron et al, 2016; Helal & Galal, 2013; Yoshida, 2014). This might be the case since historically odd cycles are shown to display higher amplitudes than their adjacent even cycles.…”
Section: Predictions Of Solar Activitymentioning
confidence: 99%
“…Wang (2017) and Jiang and Cao (2018) also predicted Cycle 25 to be comparable to Cycle 24. There are a number of studies predicting Cycle 25 to be slightly stronger (e.g., Cameron et al, 2016; Helal & Galal, 2013; Yoshida, 2014). This might be the case since historically odd cycles are shown to display higher amplitudes than their adjacent even cycles.…”
Section: Predictions Of Solar Activitymentioning
confidence: 99%
“…Helal and Galal [] used a correlation between the number of spotless days and the upcoming solar maximum to update an earlier prediction to R 24 = 91.6 ± 11.3 in 2013.4 and estimated Solar Cycle 25 will have R 25 = 118.2, peaking 4.0 years after the upcoming solar minimum. Yoshida [] used correlations between R Z before minimum with the upcoming solar maximum, splitting the even/odd cycles to derive R 24 = 81.3 and R 25 = 115.4 ± 11.9. This prediction is one of the few that uses symmetries from the 22 year solar magnetic cycle rather than concentrating on the 11 year sunspot cycle.…”
Section: Anticipating the Next Solar Cyclementioning
confidence: 99%
“…Helal and Galal (2013) used a correlation between the number of spotless days and the upcoming solar maximum to estimate that Solar Cycle 25 will have R z = 118.2 (V1), peaking 4.0 years after the solar minimum. Yoshida (2014) used correlations between R z before minimum with the upcoming solar maximum, using the symmetries of the even/odd cycles to derive the prediction: R z = 115.4 ± 11.9 (V1). Based on the empirical correlation between the dipole moment during solar minimum and the strength of the subsequent cycle, Cameron et al (2016) suggest that Cycle 25 will be of moderate amplitude, not much higher than cycle 24.…”
Section: Project See: Solar Evolution and Extremamentioning
confidence: 99%