Variations of the solar cycle profile in a solar dynamo with fluctuating dynamo governing parameters
V.V. Pipin, D.D. Sokoloff, I.G. Usoskin

TL;DR
This paper presents a mean-field solar dynamo model that explains the observed cycle-to-cycle variability and empirical relations of solar activity, such as the Waldmeier relations, by incorporating fluctuations in dynamo parameters.
Contribution
The study develops a realistic dynamo model that reproduces observed solar cycle relations and variability, linking fluctuations in dynamo drivers to cycle characteristics.
Findings
The model reproduces Waldmeier relations quantitatively.
It explains the Gnevyshev-Ohl rule between odd and even cycles.
Cycle variability is linked to fluctuations in dynamo parameters.
Abstract
Solar cycles vary in their amplitude and shape. There are several empirical relations between various parameters linking cycle's shape and amplitude, in particular the Waldmeier relations. As solar cycle is believed to be a result of the solar dynamo action, these relations require explanation in the framework of this theory.Here we aim to present a possible explanation of such kind. We relate the cycle-to-cycle variability of solar activity to fluctuations of solar dynamo drivers and primarily to fluctuations in the parameter responsible for recovery of the poloidal magnetic field from the toroidal one. To be specific, we develop such a model in the framework of the mean-field dynamo based on the differential rotation and -effect. We demonstrate that the mean-field dynamo based on a realistic rotation curve and nonlinearity associated with the magnetic helicity balance…
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