The propagation of non‐planar hydraulic fractures is modelled using a three‐dimensional
numerical simulator. This paper describes the different components of the model …

to Boundary Elements Theory and Applications With 194 Figures Springer-Verlag Berlin
Heidelberg New York London Paris Tokyo Hong Kong Dr.-Ing. Friedel Hartmann University …

In this paper, the discontinuous meshes are applied to CAE analysis. Besides that, a dual
interpolation boundary face method based on the Hermite-type moving-least-squares …

The development of the boundary element method (BEM) as a general problem solving tool,
which started in the early 1960s, has now reached a fairly advanced state. It is now possible …

The commonly applied rule of thumb to use a fixed number of elements per wavelength in
linear time–harmonic acoustics is discussed together with the question of using either …

A double-layer interpolation method (DLIM) is proposed to improve the performance of the
boundary element method (BEM). In the DLIM, the nodes of an element are sorted into two …

A dual interpolation boundary face method (DiBFM) is presented for solving three-
dimensional potential problems. The DiBFM is an alternative implementation of the …

A dual interpolation boundary face method (DiBFM) is proposed to unify the conforming and
nonconforming elements in boundary element method (BEM) implementation. In the DiBFM …

The development of a general boundary element method (BEM) for two‐and three‐
dimensional quasistatic poroelasticity is discussed in detail. The new formulation, for the …

This paper presents the dual interpolation boundary face method (DiBFM) based on a binary
tree grid for solving the 3-D potential problems. The subdivision method based on binary …