Frequency response functions are often used in the design of damped structures to assess
the level of vibration and evaluate the performances of a damping treatment. Rather than …

SUMMARY A rigorous computational framework for the dimensional reduction of discrete,
high‐fidelity, nonlinear, finite element structural dynamics models is presented. It is based …

A unique and in-depth presentation of the finite element method (FEM) and the boundary
element method (BEM) in structural acoustics and vibrations, this book illustrates the …

The dynamics of engineering structures are of great importance for topology optimization
problems in both academia and industry. However, for design problems where broadband …

In this work, we apply a Matrix version of the so-called Discrete Empirical Interpolation
(MDEIM) for the efficient reduction of nonaffine parametrized systems arising from the …

An adaptive approach to using reduced‐order models (ROMs) as surrogates in partial
differential equations (PDE)‐constrained optimization is introduced that breaks the …

Solving the Helmholtz equation for a large number of input data in an heterogeneous media
and unbounded domain still represents a challenge. This is due to the particular nature of …

Time-domain vibro-acoustic finite element simulation gained considerable interest in recent
years because of the rise of some applications such as auralization and virtual sensing …

In nonlinear model order reduction, hyper reduction designates the process of
approximating a projection‐based reduced‐order operator on a reduced mesh, using a …

Identification of an aircraft critical loads envelope requires a lengthy and rigorous analysis
procedure that includes simulating the aircraft in thousands of load cases identified in …