Asymptotic modelling of a fluid–structure coupling in the case of a prestressed inflated orthotropic membrane shell
Robert Luce, Cécile Poutous, Jean‐Marie Thomas · Comptes Rendus Mathématique · 2008
In this Note, we consider an inflated orthotropic linearly elastic generalized membrane shell submitted to an outer surface perturbation. We obtain the strong convergence towards the solution of a well-posed “2D” problem of the mean value in the membrane thickness 2 ε of the “3D” scaled displacements, as ε approaches zero.