Loading…

Sun and geomagnetic storms Storms follow the solar cycle

Correspondences

What is linked, what is not

Each arc joins two phenomena tested on this site. Green and animated: clear link (correlation significant at 5 % after correcting for autocorrelation, or a response outside chance in an event study). Grey: inconclusive test. A statistical link alone does not establish causation.

  • Clear link
  • Inconclusive
Hypotheses tested
16
Clear links
11
correlation p < 0.05 or epochs outside chance
Causation demonstrated
0
a correlation demonstrates none

Arc width from |r| of the stored result; several tests between the same phenomena are drawn as stacked arcs.

Hypothesis tested: Intense geomagnetic storms are driven by coronal mass ejections and fast streams; their frequency follows the 11-year cycle with a peak in the declining phase (Richardson & Cane, 2012).
Spearman correlation ρ
0.77
95% interval [0.59; 0.87] (block bootstrap)
Pearson correlation r (lag 0 year(s))
0.76
at the strongest lag
Aligned points
63
effective n ≈ 24 (autocorrelation)
p-value
0.00000
two-sided, Fisher z transform, effective n
Period analysed
1963 → 2025
computed on Oct 23, 2026 · engine v1.0
Aligned series (standard deviations, after preprocessing)
Show the data as a table
Correlation by lag (year(s))
Show the data as a table
Superposed epochs
Show the data as a table

Aligned series (CSV)

Method and sources

Yearly counts of Dst ≤ −100 nT episodes detected in OMNI2 (see Geomagnetic storms) against the SILSO yearly sunspot number. Spearman correlation with a 3-year block bootstrap, Pearson correlation for lags from −4 to +4 years, and superposed epochs of the counts around solar maxima (local maximum of the yearly number over ±5 years, ≥ 60).

Computation parameters
{
    "sea": {
        "after": 6,
        "draws": 2000,
        "before": 4,
        "maxima_rule": "local maximum of yearly SSN over ±5 years, SSN ≥ 60"
    },
    "max_lag": 4,
    "bootstrap": {
        "seed": 20261023,
        "block": 3,
        "draws": 1000,
        "statistic": "spearman"
    },
    "storm_threshold_nT": -100
}

Inputs : silso.ssn.yearly (326 pts, run #49) · omni.dst.hourly (559,191 pts, run #133)

Reading this result
The strong correlation is expected: it reflects the dependence of storms on solar activity, not a forecast; yearly counts are small and the catalogue starts in 1963. Correlation is not causation: common factors (seasons, cycles, trends) or coincidence can produce it. The p-values account for autocorrelation (effective n) but not for preprocessing choices; the confidence interval comes from a block bootstrap. The limits of the source data apply.
SOURCES OF THIS PAGE
SILSO yearly mean total sunspot number V2.0
SILSO World Data Center. The International Sunspot Number, V2.0. Royal Observatory of Belgium, Brussels. · source page ↗
Licence : CC BY-NC 4.0 · retrieved on Oct 23, 2026 · SHA-256 0ccb2104b03f…
OMNI2 hourly near-Earth solar wind and geomagnetic indices
King, J. H., & Papitashvili, N. E. (2005). Solar wind spatial scales in and comparisons of hourly Wind and ACE plasma and magnetic field data. J. Geophys. Res., 110, A02104. OMNI2 data from NASA/GSFC SPDF OMNIWeb; Kp/ap from GFZ Potsdam, Dst from WDC Kyoto, F10.7 from NRC Canada (Penticton). · doi:10.1029/2004JA010649 · source page ↗
Licence : NASA data, public domain; acknowledge SPDF/OMNIWeb and the index providers · retrieved on Oct 23, 2026 · SHA-256 6de9b217bd4b…
Richardson et al. (2012)
Richardson, I. G., & Cane, H. V. (2012). Solar wind drivers of geomagnetic storms during more than four solar cycles. Journal of Space Weather and Space Climate, 2, A01. · doi:10.1051/swsc/2012001
Licence : Published literature; cited
Gonzalez (1994)
Gonzalez, W. D., et al. (1994). What is a geomagnetic storm? Journal of Geophysical Research, 99(A4), 5771–5792. · doi:10.1029/93JA02867
Licence : Published literature; cited