Progress in seismic methodology and ambitious large‐scale seismic projects are enabling
high‐resolution imaging of the continental crust. The ability to constrain interpretations of …

This hands-on introduction to numerical geodynamic modelling provides a solid grounding
in the necessary mathematical theory and techniques, including continuum mechanics and …

Updated, revised, and restructured to reflect the latest advances in science and applications,
the fourth edition of this best-selling industry and research reference covers the fundamental …

We analyze the problem of a heterogeneous formulation of the equation of motion and
propose a new 3D fourth-order staggered-grid finite-difference (FD) scheme for modeling …

The finite element method is used to solve Biot's equations of consolidation in the
displacement‐pressure (u− p) formulation. We compute one‐dimensional (1‐D) and two …

In the current paper we present a fast, reliable technique for simulating wave propagation in
complex structures made of heterogeneous materials. The proposed approach, the spectral …

Three-dimensional finite element (FE) modelling, with representation of materials at grain
scale in realistic sample volumes, is capable of accurately describing elastic wave …

A robust and efficient technique for predicting the far-field scattering behavior for an
arbitrarily-shaped defect in a generally anisotropic medium is presented that can be …

The reflection and scattering of Stoneley guided waves at the tip of a crack filled with a
viscous fluid was studied numerically in two dimensions using the finite-element method …

Krauklis waves are a special wave mode that is bound to and propagates along fluid-filled
fractures. They can repeatedly propagate back and forth along a fracture and eventually fall …