This article provides a perspective on the current status of the formulations of dual boundary
element methods with emphasis on the regularizations of hypersingular integrals and …

This review article deals with the regularization of the boundary element formulations for
solution of boundary value problems of continuum mechanics. These formulations may be …

The three-dimensional problem of isolation of vibration by a row of piles is studied
numerically on the basis of a model replacing the row of piles by an effective trench in order …

The problem of vibration isolation by a row of piles is numerically solved in a three‐
dimensional context by an advanced frequency domain boundary element method (BEM) …

In this paper, a robust method is presented for numerical evaluation of weakly, strongly,
hyper-and super-singular boundary integrals, which exist in the Cauchy principal value …

Boundary integral equations with strongly singular and hypersingular kernels can be very
useful in many fields of applied mechanics. In this paper two basic aspects are addressed …

Instead of using shape function derivatives and Hooke's law, the full stress tensor is
evaluated at boundary points by direct application of boundary integral identities for the …

In this paper, a unified algorithm is presented for the numerical evaluation of weakly,
strongly and hyper singular boundary integrals with or without a logarithmic term, which …

Isogeometric analysis (IGA) coupled with boundary element method, ie IGABEM, received a
lot of attention in recent years. In this paper, we extend the IGABEM to solve 3D potential …

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 …