This review article revisits and outlines the perfectly matched layer (PML) method and its
various formulations developed over the past 25 years for the numerical modeling and …

In this paper, an approach is presented to model the propagation of elastic waves and their
interaction with defects in plate structures. The formulation is based on the Scaled Boundary …

Perfectly matched layers (PMLs) are widely used for the numerical simulation of wave‐like
problems defined on large or infinite spatial domains. However, for both time‐dependent …

A suite of methodologies is presented to compute shear wave dispersion in incompressible
waveguides encountered in biomedical imaging; plate, tube, and general prismatic …

A continued-fraction absorbing boundary condition (CFABC) is combined with a consistent
transmitting boundary and applied to an analysis of soil–structure interaction in a layered …

We revisit and investigate the application of an infinite mapping layer in the context of
different physical fields. This layer remaps the infinite physical domain to a finite extension …

When nonlinear behaviors of soil are important in a soil–structure interaction system,
radiation of energy into the infinity of the soil as well as the nonlinearity must be considered …

This paper presents a detailed study of the construction of reflectionless boundary
conditions for anisotropic elastic problems. A Multiaxial Perfectly Matched Layer (M-PML) …

Consistent transmitting boundaries for time‐domain analyses of scalar‐and elastic‐wave
propagation in horizontally layered anisotropic or transversely isotropic waveguides are …

In this article, several discontinuous Petrov–Galerkin (DPG) methods with perfectly matched
layers (PMLs) are derived along with their quasi-optimal graph test norms. Ultimately, two …