2009
DOI: 10.1007/s11207-009-9380-3
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Evidence of 6 000-Year Periodicity in Reconstructed Sunspot Numbers

Abstract: Reconstructed sunspot data are available that extend solar activity back to 11 360 years before the present. We have examined these data using Hurst analysis, a moving average filter, and Fourier analysis. All of the procedures indicate the presence of a long term (≈6 000 year) cycle not previously reported. A number of shorter cycles formerly identified in the literature by using Fourier analysis, Bayes methods, and maximum entropy methods were also detected in the reconstructed sunspot data.

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Cited by 27 publications
(10 citation statements)
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“…These periodicities are also present in our reconstruction (Fig. 15), as well as the long-term modulation of approximately 6000 yr (Xapsos and Burke, 2009) (not shown). A wavelet (Morlet) power spectrum indicates that the power associated with the different cycles fluctuated somewhat during the Holocene.…”
Section: Reconstructed Total Solar Irradiancesupporting
confidence: 74%
See 1 more Smart Citation
“…These periodicities are also present in our reconstruction (Fig. 15), as well as the long-term modulation of approximately 6000 yr (Xapsos and Burke, 2009) (not shown). A wavelet (Morlet) power spectrum indicates that the power associated with the different cycles fluctuated somewhat during the Holocene.…”
Section: Reconstructed Total Solar Irradiancesupporting
confidence: 74%
“…The millennial-scale modulation of Q is not completely removed when applying VADM of Korte et al (2011). It is difficult to state whether the remaining long-term modulation, recently interpreted as a solar cycle (Xapsos and Burke, 2009), is of solar origin or rather related to uncertainties in reconstructed VADM.…”
Section: Results For the Solar Activity Reconstructionmentioning
confidence: 99%
“…The R/S analysis, pioneered by Mandelbrot & Wallis (1969) following Hurst (1951), is of fundamental importance in describing the statistical properties of a dynamical process and provides an approach for determining whether or not a stochastic time series exhibits long-range persistence (Xapsos & Burke, 2009). Long-range persistence, also known as longterm memory or long-range correlation, is a common property of records of the variation of spatially or temporarily aggregated variables.…”
Section: Methods Of Analysismentioning
confidence: 99%
“…Comparing the spectra of orbital elements and MSL, we put forward 6 common frequency bands with periods below 25 ka: 21-25 ka; 18.6-19.6 ka; 13-17 ka; 11.3-11.8 ka; 7.5-7.8 ka; 5.9-6.0 ka. Two of these bands include the periods of 6ka and 11.5 ka, the origin of which could be linked with the solar activity (Xapsos and Burke, 2009;Shopov et al 1999Shopov et al , 2001Shopov et al , 2004. Their solar activity origin can be checked by detecting discrepancy between orbital insolation and MSL variations.…”
Section: Common Millennial Cycles Of Msl Insolation and Orbital Elemmentioning
confidence: 99%