On convection in the sun

Physics

Scientific paper

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Atmospheric Models, Convective Flow, Perturbation Theory, Solar Atmosphere, Solar Granulation, Temperature Gradients, Astronomical Models, Atmospheric Turbulence, Equilibrium Equations, Mixing Length Flow Theory, Power Series

Scientific paper

The full system of perturbed equations for a slowly rotating convection zone is studied. The convection zone is treated as a medium with turbulent viscosity and turbulent thermal conductivity, the convective motions being driven by a superadiabatic temperature gradient. Under the assumption of small departures from adiabaticity, approximate perturbed equations are derived which describe only the convective mode. Results of a numerical calculation of unstable perturbations for configurations with a large density stratification are given.

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