The wave finite element (WFE) method is used for assessing the harmonic response of
coupled mechanical systems that involve one‐dimensional periodic structures and coupling …

In this work, the harmonic forced response of coupled mechanical systems composed of one-
dimensional periodic structures and elastic junctions are computed by means of the wave …

The simulation of propagating waves is of primary importance in many engineering
applications, such as planning ultrasonic measurement procedures, monitoring of the …

We consider reduced order modelling of elastodynamics with proper orthogonal
decomposition and isogeometric analysis, a recent novel and promising discretization …

A numerical interpretation of the basic physics of wave propagation through tall structures is
presented. The main purpose of the thesis is to numerically investigate the impact of seismic …

This chapter introduces readers, with a finite element (FE) and modal analysis background,
to wave propagation basic theory and spectral elements (SEs). It first presents classical …

Nesta tese, estruturas elásticas periódicas unidimensionais e bidimensionais são
modeladas usando o método de elementos finitos das ondas (WFE), a fim de calcular …

To arrive at shock levels for the equipment of spacecraft, one needs to have a suitable
analytical prediction model. One of the prediction techniques is explicit time integration of …