Turbulent cross-helicity in the mean-field solar dynamo problem
V.V. Pipin, K.M. Kuzanyan, H.Zhang, A.G. Kosovichev

TL;DR
This paper investigates the properties and evolution of turbulent cross-helicity in the solar dynamo, deriving equations, analyzing effects of various solar phenomena, and proposing observational diagnostics for understanding the solar magnetic cycle.
Contribution
It introduces a new equation for turbulent cross-helicity in the mean-field dynamo, accounting for multiple solar effects and linking cross-helicity patterns to dynamo mechanisms.
Findings
Density stratification correlates with radial magnetic field evolution.
Large-scale electric currents create complex cross-helicity patterns.
Cross-helicity observations can diagnose solar dynamo processes.
Abstract
We study the dynamical and statistical properties of turbulent cross-helicity (correlation of the aligned fluctuating velocity and magnetic field components). We derive an equation governing generation and evolution of the turbulent cross-helicity and discuss its meaning for the dynamo. Using symmetry properties of the problem we suggest a general expression for the turbulent cross-helicity pseudo-scalar and compute the turbulent coefficients in this expression. Effects of the density stratification, large-scale magnetic fields, differential rotation and turbulent convection are taken into account. We investigate the relative contribution of these effects to the cross-helicity evolution for two kinds of dynamo models of the solar cycle including a distributed mean-field model and a flux-transport dynamo model. We show that the contribution from the density stratification follows the…
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