Interactions between magnetohydrodynamic shear instabilities and convective flows in the solar interior
arXiv:0907.5068 · doi:10.1111/j.1365-2966.2009.15455.x
Abstract
Motivated by the interface model for the solar dynamo, this paper explores the complex magnetohydrodynamic interactions between convective flows and shear-driven instabilities. Initially, we consider the dynamics of a forced shear flow across a convectively-stable polytropic layer, in the presence of a vertical magnetic field. When the imposed magnetic field is weak, the dynamics are dominated by a shear flow (Kelvin-Helmholtz type) instability. For stronger fields, a magnetic buoyancy instability is preferred. If this stably stratified shear layer lies below a convectively unstable region, these two regions can interact. Once again, when the imposed field is very weak, the dynamical effects of the magnetic field are negligible and the interactions between the shear layer and the convective layer are relatively minor. However, if the magnetic field is strong enough to favour magnetic buoyancy instabilities in the shear layer, extended magnetic flux concentrations form and rise into the convective layer. These magnetic structures have a highly disruptive effect upon the convective motions in the upper layer.
11 pages, 10 figures, accepted for publication in MNRAS
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Cited by in corpus (8)
- Dynamo action and magnetic buoyancy in convection simulations with vertical shear
- Magnetic buoyancy instabilities in the presence of magnetic flux pumping at the base of the solar convection zone
- Shear instabilities in a fully compressible polytropic atmosphere
- Shear-driven magnetic buoyancy in the solar tachocline: The mean electromotive force due to rotation
- Evolution of forced shear flows in polytropic atmospheres: A comparison of forcing methods and energetics
- Shear-driven magnetic buoyancy in the solar tachocline: Dependence of the mean electromotive force on diffusivity and latitude
- The Evolution of a Double Diffusive Magnetic Buoyancy Instability
- Evolution and characteristics of forced shear flows in polytropic atmospheres: Large and small Péclet number regimes