The subharmonics of the 22-year solar cycle

Mathematics – Dynamical Systems

Scientific paper

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Harmonics, Solar Cycles, Solar Oscillations, Dynamical Systems, Nonlinear Systems, Solar Magnetic Field

Scientific paper

The existence in various aspects of solar activity of the precise periodicities of Hale cycle (22y), Gleissbery cycle (88y) and of 132y recently discovered is discussed. Also, the possible harmonics of 11y and 5.5y are considered, and the hypothesis is made that the sun behaves as a nonlinear system forced by an oscillator having the Hale frequency. The frequencies of 1c/88y and of 1c/132y might be two subharmonics of Hale frequency. The forcing element x inside the sun might be identified with the torsional oscillator suggested by Bracewell.

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