This article presents an overview on poroelastodynamic models and some analytical
solutions. A brief summary of Biot's theory and of other poroelastic dynamic governing …

Over the past decades, the Boundary Element Method has emerged as a ver satile and
powerful tool for the solution of engineering problems, presenting in many cases an …

Wave propagation is an important topic in engineering sciences, especially, in the field of
solid mechanics. A description of wave propagation phenomena is given by Graff [98]: The …

In this work, we attempt to collect all available fundamental solutions in 3D elastodynamics
that would be suitable for use in Boundary Element Method (BEM) formulations. Given that …

Dynamic homogenization theories are powerful tools for describing and understanding the
behavior of heterogeneous media such as composites and metamaterials. However, a major …

Thermoelastic dissipation (TED) is analyzed for complex geometries of micromechanical
resonators, demonstrating the impact of resonator design (ie, slots machined into flexural …

Thermoelasticity extends the classical elastic theory by coupling the fields of particle
displacement and temperature. The classical theory of thermoelasticity, based on a …

We present a method based on integrated radial basis function-finite difference for
numerical solution of plane elastostatic equations which is a boundary value problem. The …

is attributed to Laurent Schwartz in Malgrange [175, p. 29]. L. Schwartz writes in his seminal
treatise “Théorie des distributions”: The usual definition of a fundamental solution as a …

SUMMARY The Lord–Shulman thermoelasticity theory combined with Biot equations of
poroelasticity, describes wave dissipation due to fluid and heat flow. This theory avoids an …