Publications//2010Resistive double-diffusive instability in the dead zones of protostellar discs(Ce texte n'est pas disponible en français, nous nous en excusons.)
Henrik N. Latter, Julius F. Bonart, Steven A. Balbus MNRAS (2010), 405, 1831 We outline a novel linear instability that may arise in the dead zones of protostellar discs, and possibly the fluid interiors of planets and protoplanets. The necessary ingredients for growth include a negative radial entropy gradient (of any magnitude), weak magnetic fields and efficient resistive diffusion (in comparison with thermal diffusion).
![]() Dernière mise à jour 30-08-2010 15:09 / Henrik LatterMRI channel flows in vertically stratified models of accretion discs(Ce texte n'est pas disponible en français, nous nous en excusons.)
Henrik N. Latter, Sebastien Fromang, Oliver Gressel MNRAS (2010), 406, 848 Simulations of the magnetorotational instability (MRI) in `unstratified' shearing boxes exhibit powerful coherent flows, whereby the fluid vertically splits into countermoving planar jets or `channels'. We examine the predominance and destruction of these flows in vertically-stratified accretion disk models. ![]() Dernière mise à jour 30-08-2010 15:16 / Henrik LatterSpherical single-roll dynamos at large magnetic Reynolds numbers(Ce texte n'est pas disponible en français, nous nous en excusons.)
Henrik Latter, David Ivers Physics of Fluids (2010), 22, 066601 This paper concerns kinematic helical dynamos in a spherical fluid body surrounded by an insulator. In particular, we examine their behavior in the regime of large magnetic Reynolds number Rm, for which dynamo action is usually concentrated on a simple resonant stream surface. ![]() Dernière mise à jour 30-08-2010 15:10 / Henrik LatterThe tachocline and differential rotation in the Sun(Ce texte n'est pas disponible en français, nous nous en excusons.)
Steven A. Balbus, Henrik N. Latter MNRAS (in press) In this paper, we present a model for the effects of the tachocline on the differential rotation in the solar convection zone. The mathematical technique relies on the assumption that entropy is nearly constant (`well mixed') in isorotation surfaces both outside and within the tachocline. The resulting solutions exhibit non-trivial features that strikingly resemble the true tachocline isorotation contours in unexpected detail. ![]() Dernière mise à jour 30-08-2010 15:06 / Henrik LatterHydrodynamical simulations of viscous overstability in Saturn's rings(Ce texte n'est pas disponible en français, nous nous en excusons.)
Henrik N. Latter, Gordon I. Ogilvie Icarus (in press) We perform axisymmetric hydrodynamical simulations that describe the nonlinear outcome of the viscous overstability in dense planetary rings. These simulations are particularly relevant for Cassini observations of fine-scale structure in Saturn's A and B-ring. ![]() Dernière mise à jour 30-08-2010 15:09 / Henrik LatterRadiative and dynamic stability of a dilute plasma(Ce texte n'est pas disponible en français, nous nous en excusons.)
Steven A. Balbus, Christoper S. Reynolds ApJL (in press) We analyze the linear stability of a dilute, hot plasma, taking into account the effects of stratification and anisotropic thermal conduction. The work is motivated by attempts to understand the dynamics of the intracluster medium in galaxy clusters. We show that magnetic field configurations that nominally stabilize either the heat-flux driven buoyancy instability (associated with a positive thermal gradient) or the magnetothermal instability (negative thermal gradient) can lead to previously unrecognized g-mode overstabilities. ![]() Dernière mise à jour 30-08-2010 15:13 / Henrik LatterDifferential rotation in fully convective stars(Ce texte n'est pas disponible en français, nous nous en excusons.)
Steven A. Balbus, NIgel O. Weiss MNRAS (2010), 404, 1263 Under the assumption of thermal wind balance and effective entropy mixing in constant rotation surfaces, the isorotational contours of the solar convective zone may be reproduced with great fidelity. In this paper, we generalize this solar calculation to fully convective stars (and potentially planets). ![]() Dernière mise à jour 30-08-2010 15:12 / Henrik LatterArchives Publications |
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