Eulerian model of immersed elastic surfaces with full membrane elasticity
Thomas Milcent, Emmanuel Maitre · Communications in Mathematical Sciences · 2016
We introduce an Eulerian model for the coupling of a fluid governed by the Navier-Stokes equations, with an immersed interface endowed with full membrane elasticity (i.e., including shear effects).We show numerical evidences of its ability to account for large displacements/shear in a relatively simple way, avoiding some drawbacks of Lagrangian representation.