Magnetostrophic MRI in the Earth's Outer Core
arXiv:0901.1217 · doi:10.1029/2008GL034395
Abstract
We show that a simple, modified version of the Magnetorotational Instability (MRI) can develop in the outer liquid core of the Earth, in the presence of a background shear. It requires either thermal wind, or a primary instability, such as convection, to drive a weak differential rotation within the core. The force balance in the Earth's core is very unlike classical astrophysical applications of the MRI (such as gaseous disks around stars). Here, the weak differential rotation in the Earth core yields an instability by its constructive interaction with the planet's much larger rotation rate. The resulting destabilising mechanism is just strong enough to counteract stabilizing resistive effects, and produce growth on geophysically interesting timescales. We give a simple physical explanation of the instability, and show that it relies on a force balance appropriate to the Earth's core, known as magnetostrophic balance.
References in corpus (1)
Cited by in corpus (13)
- Observation of magnetocoriolis waves in a liquid metal Taylor-Couette experiment
- Instabilities in magnetized spherical Couette flow
- Local instabilities in magnetized rotational flows: A short-wavelength approach
- 3D evolution of magnetic fields in a differentially rotating stellar radiative zone
- On the Nature of Magnetic Turbulence in Rotating, Shearing Flows
- A unifying picture of helical and azimuthal MRI, and the universal significance of the Liu limit
- Magnetorotational Dynamo Action in the Shearing Box
- Linking dissipation-induced instabilities with nonmodal growth: the case of helical magnetorotational instability
- Magnetohydrodynamics of stably stratified regions in planets and stars
- Resistive double-diffusive instability in the dead-zones of protostellar disks
- Quasi-two-dimensional nonlinear evolution of helical magnetorotational instability in a magnetized Taylor-Couette flow
- Instabilities of rotational flows in azimuthal magnetic fields of arbitrary radial dependence
- Laboratory experiments and numerical simulations on magnetic instabilities