A numerical simulation for the propagation of disturbance in the solar corona. II - The effects of thermal conduction and radiation

Computer Science

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Conductive Heat Transfer, Magnetohydrodynamics, Solar Corona, Solar Prominences, Thermal Radiation, Dynamic Response, Hydrodynamic Equations, Radial Distribution, Thermal Conductivity

Scientific paper

Using the magnetohydrodynamic equations with complete energy equation, the dynamic response under the magnetostatic equilibrium in the solar corona caused by the radial ejection of cold mass at the solar surface is studied numerically. The results may explain the formation of the solar prominence and the propagation of accompanying coronal disturbance. It also shows that the effects of thermal conduction and radiative loss on the fundamental property of a disturbance propagation is very small, and it may be that they do not play a role of importance in the formation of prominence.

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