Three-dimensional convection of an infinite-Prandtl-number compressible fluid in a basally heated spherical shell
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Publication:4017633
DOI10.1017/S0022112092004580zbMath0774.76076WikidataQ60714243 ScholiaQ60714243MaRDI QIDQ4017633
David Bercovici, Gary A. Glatzmaier, Gerald Schubert
Publication date: 16 January 1993
Published in: Journal of Fluid Mechanics (Search for Journal in Brave)
stability analysisBoussinesq approximationanelastic approximationEarth's mantleconvection cellshydrostatic adiabatic reference stateirregular patternssuperadiabatic temperature droptectonic plates motion
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Related Items (3)
Inhomogeneous viscosity fluid flow in a wide-gap Couette apparatus: Shear-induced migration in suspensions ⋮ Modelling thermal convection with large viscosity gradients in one block of the `cubed sphere' ⋮ Numerical solutions of compressible convection with an infinite Prandtl number: comparison of the anelastic and anelastic liquid models with the exact equations
Cites Work
- Mixed-mode patterns of bifurcations from spherically symmetric basic states
- Infinite Prandtl number thermal convection in a spherical shell
- Convection in a compressible fluid with infinite Prandtl number
- Dissipative heating in convective flows
- Patterns of convection in spherical shells
- Numerical simulation of two-dimensional compressible convection
- Patterns of convection in spherical shells. Part 2
- Finite-amplitude thermal convection in a spherical shell
- Influence of viscous dissipation on Bénard convection
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