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Solar and Stellar Dynamos

AIP Conference Proceedings, 2004
The Sun, solar and later spectral type stars show cyclical magnetic activity that manifests itself through the presence of spots on their surfaces. The characteristics of this activity show broad variations both in spot periods, which range from a few to more than 20 years, and spot surface coverages, which range from 0.002 for the Sun to more than 0.5
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The tachocline and the solar dynamo

Astronomische Nachrichten, 2005
AbstractThe solar tachocline contains a rich variety of physics, and contributes in many ways to the workings of the solar dynamo. It includes complex quasi‐equilibrium states supported by the near balances of gas and magnetic pressure gradients, gravity, magnetic curvature stresses, Coriolis and other forces.
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III. The Solar Dynamo

Transactions of the International Astronomical Union, 1988
Traditionally the theory of the solar dynamo has been divided into two parts. The first, more difficult part, is the derivation of equations governing the mean magnetic field; the second, easier, is the solution of this equation, and the interpretation of the result in terms of observed solar magnetism. This report follows the traditional division.
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MHD and the Solar Dynamo

2007
In this chapter we will explain the basic MHD equations which are needed to understand solar active phenomena such as spots, prominences, flares etc.
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Observationally Guided Models for the Solar Dynamo and the Role of the Surface Field

Space Science Reviews, 2023
R H Cameron   +2 more
exaly  

Dynamo models of the solar cycle

Living Reviews in Solar Physics, 2020
Paul Charbonneau, Charbonneau Paul
exaly  

The Solar Dynamo

Space Science Reviews, 2010
C A Jones, Steven M Tobias
exaly  

THE SOLAR DYNAMO

2018
E. E. DeLUCA, P. A. GILMAN
openaire   +1 more source

Starspots, stellar cycles and stellar flares: Lessons from solar dynamo models

Science China: Physics, Mechanics and Astronomy, 2016
Arnab Rai Choudhuri
exaly  

Kinematic dynamo wave in the vicinity of the solar pole

Geophysical and Astrophysical Fluid Dynamics, 1999
D D Sokoloff
exaly  

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