Free Boundary Inviscid Models of Flow-Structure Interaction

We consider a system that describes the interaction between an inviscid fluid, modeled by the Euler equations, and an elastic plate, represented by a fourth-order hyperbolic PDE. We investigate the local existence of solutions in spaces of minimal regularity, discussing both the incompressible and compressible cases. These results are a joint collaboration with Amjad Tuffaha and Sarka Necasova.

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