In this review paper, we concentrate on the use of boundary integral equation (BIE) based
methods for the numerical modeling of elastic wave motion in naturally occurring media. The …

In this paper, we make the first attempt to adopt the boundary integrated neural networks
(BINNs) for the numerical solution of two-dimensional (2D) elastostatic and piezoelectric …

The issues of surface crack depth determination and the evaluation of repair effectiveness
are not trivial for concrete engineers. In the present paper, surface waves are applied on …

The current contribution investigates the strain-gradient thermomechanical performance of
architected materials and structures with uniform and graded inner designs. To that scope …

Most of the mechnoregulatory computational models appearing so far in tissue engineering
for bone healing predictions, utilize as regulators for cell differentiation mainly the octahedral …

Recently, 3D-printed biodegradable scaffolds have shown great potential for bone repair in
critical-size fractures. The differentiation of the cells on a scaffold is impacted among other …

The boundary element method (BEM), combined with hierarchical matrices (HM) and
adaptive cross approximation (ACA) techniques, is a powerful tool for treating large‐scale …

Cathodic protection (CP) techniques are widely used to avoid corrosion sequences in
offshore structures. Boundary Element Method (BEM) is an ideal method for solving such …

Strain gradient fields seem to play an important role on the functionality of flexoelectric and
functionally graded materials, bones, biomembranes, new sensing equipment and micro …

In the present work the fast multipole boundary element method (FMM/BEM) is presented for
the solution of incompressible Navier-Stokes equations in 2 dimensions. This is a velocity …