To predict the sound radiation of structures, both a structural problem and an acoustic
problem have to be solved. In case of thin structures and dense fluids, a strong coupling …

This paper is concerned with boundary integral equation methods for solving the two-
dimensional fluid-solid interaction problem. We reduce the problem to three different …

In this work, coupled numerical analysis of interacting acoustic and dynamic models is
focused. In this context, several numerical methods, such as the finite difference method, the …

We propose time-domain boundary integral and coupled boundary integral and variational
formulations for acoustic scattering by linearly elastic obstacles. Well-posedness along with …

This paper deals with a time-harmonic fluid-solid interaction problem posed in the plane.
More precisely, we apply the coupling of primal and dual-mixed finite element methods to …

The application of BE–FE acoustic-structure interaction on a structure subject to acoustic
load is elaborated using the boundary element–finite element acoustic structural coupling …

Fluid–structure coupled problems are investigated to predict the vibro‐acoustic behavior of
submerged bodies. The finite element method is applied for the structural part, whereas the …

We introduce and analyze a new finite element method for a three-dimensional fluid-solid
interaction problem. The media are governed by the acoustic and elastodynamic equations …

SUMMARY A Discontinuous Galerkin (DG)‐based approach is proposed for computing the
scattered field from an elastic bounded object immersed in an infinite homogeneous fluid …

A topology optimization approach is proposed for the optimal design of bi-material
distribution on underwater shell structures. The coupled finite element method …