Effects of Emerging Bipolar Magnetic Regions in Mean-field Dynamo Model of Solar Cycles 23 and 24
V.V. Pipin, A.G. Kosovichev, V.E. Tomin

TL;DR
This study models Solar Cycles 23 and 24 using a nonlinear mean-field dynamo that incorporates bipolar magnetic regions, revealing their significant role in solar cycle dynamics but not solely explaining the weak Cycle 24.
Contribution
It introduces a data-driven, physics-based dynamo model including BMR formation, providing insights into their influence on solar cycle variability and the limitations in explaining weak cycles.
Findings
BMR significantly influences dynamo processes and cycle strength.
Data-driven BMR modeling cannot fully account for the weak Cycle 24.
Decreased turbulent helicity likely caused the prolonged minimum and weak cycle.
Abstract
We model the physical parameters of Solar Cycles 23 and 24 using a nonlinear dynamical mean-field dynamo model that includes the formation and evolution of bipolar magnetic regions (BMR). The Parker-type dynamo model consists of a complete MHD system in the mean-field formulation: the 3D magnetic induction equation, and 2D momentum and energy equations in the anelastic approximation. The initialization of BMR is modeled in the framework of Parker's magnetic buoyancy instability. It defines the depths of BMR injections, which are typically located at the edge of the global dynamo waves. The distribution with longitude and latitude and the size of the initial BMR perturbations are taken from the NOAA database of active regions. The tilt of the perturbations is modeled by random function, and the mean tilt is modeled as a near-surface helicity (alpha-effect) term. The data-driven models…
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Taxonomy
TopicsSolar and Space Plasma Dynamics · Geomagnetism and Paleomagnetism Studies · Astro and Planetary Science
