This paper reviews the state-of-the-art in numerical wave propagation analysis. The main
focus in that regard is on guided wave-based structural health monitoring (SHM) …

We review key ingredients that are needed for high-fidelity simulation of earthquake-
generated seismic waves in large regions. Specifically, we survey existing literature on wave …

We present the spectral element method to simulate elastic-wave propagation in realistic
geological structures involving complieated free-surface topography and material interfaces …

We present an introduction to the spectral element method, which provides an innovative
numerical approach to the calculation of synthetic seismograms in 3-D earth models. The …

This book is an introductory text to a range of numerical methods used today to simulate time-
dependent processes in Earth science, physics, engineering, and many other fields. The …

We use the spectral-element method to simulate ground motion generated by two recent
and well-recorded small earthquakes in the Los Angeles basin. Simulations are performed …

We introduce a spectral-element method for modeling wave propagation in media with both
fluid (acoustic) and solid (elastic) regions, as for instance in offshore seismic experiments …

An enriched finite element method is presented to solve various wave propagation
problems. The proposed method is an extension of the procedure introduced by Kohno …

We introduce a numerical approach for modeling elastic wave propagation in 2-D and 3-D
fully anisotropic media based upon a spectral element method. The technique solves a …

We explore the use of various element-based reduced quadrature strategies for bivariate
and trivariate quadratic and cubic spline elements used in isogeometric analysis. The rules …