Ángel Castro Vázquez, Diego Córdoba Gazolaz, Charles L. Fefferman, Francisco Gancedo García, María López Fernández
The Muskat problem models the evolution of the interface between two different fluids in porous media. The Rayleigh-Taylor condition is natural to reach linear stability of the Muskat problem. We show that the Rayleigh-Taylor condition may hold initially but break down in finite time. As a consequence of the method used, we prove the existence of water waves turning.
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