Time evolution of magmatic tongues

Physics

Scientific paper

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Scientific paper

We study the shape of a tongue of extremely viscous fluid (i.e. magma) evolving from a point flow source under the effect of gravity. Previous work by Huppert, Baloga and Pieri valid for a flat bottom and/or a constant viscosity coefficient is generalized. The general equations of motion are derived and some physically interesting analytic solutions are presented.

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