Localization of toroidal motion and shear heating in 3-D high Rayleigh number convection with temperature-dependent viscosity

Physics

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Convective Heat Transfer, Free Convection, Rayleigh Number, Shear Properties, Spectral Methods, Tectonics, Temperature Dependence, Toroids, Viscosity, Correlation, Deformation, Earth Mantle, Geotemperature, Velocity Distribution

Scientific paper

We have applied spectral-transform methods to study three-dimensional thermal convection with temperature-dependent viscosity. The viscosity varies exponentially with the form exp(-BT), where B controls the viscosity contrast and T is temperature. Solutions for high Rayleigh numbers, up to an effective Ra of 6.25 x 106, have been obtained for an aspect-ratio of 5x5x1 and a viscosity contrast of 25. Solutions show the localization of toroidal velocity fields with increasing vigor of convection to a coherent network of shear-zones. Viscous dissipation increases with Rayleigh number and is particularly strong in regions of convergent flows and shear deformation. A time-varying depth-dependent mean-flow is generated because of the correlation between laterally varying viscosity and velocity gradients.

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