Sentence examples for mixed boundary element from inspiring English sources

The first one is to present the formulation, effective implementation and numerical treatment of a mixed boundary element technique for the study of this type of problems.

A so-called direct mixed-body boundary element method (BEM) has recently been developed to model the two-medium problem in a single-domain fashion.

Vibrations of clamped plates with concentrated mass and spring attachments are investigated experimentally by using a modal analysis technique and numerically by using a mixed boundary-finite element method.

This method, necessitating no source field calculation, in conjunction with a mixed finite element – boundary element technique, results in a very efficient 3D numerical model for power transformer design office use.

The formulation of the boundary problem in terms of primitive variables allows us to combine these approaches and propose a mixed finite volume and boundary element method.

This article contributes to the theory of optimality of adaptive algorithms in the spirit of  [11 18] for conforming finite element methods (FEMs) and exploits the overall mathematics for nonstandard FEMs like nonconforming methods  [19 27] and mixed formulations  [28 31] as well as boundary element methods (BEMs)  [32 36] and possibly non-homogeneous or mixed boundary conditions  [37 39].

A numerical approach based on desingularized boundary element method and mixed Eulerian Lagrangian formulation [Zhang et al., 2006. Wave propagation in a fully nonlinear numerical wave tank: a desingularized method.

A two-dimensional (2D) fully nonlinear numerical wave tank (NWT) based on a time higher-order boundary element method (HOBEM) and mixed Eulerian-Lagrangian (MEL) approach is applied to obtain numerical solutions.

The examples are taken from conforming, nonconforming, and mixed finite element methods (FEM) as well as the boundary element methods (BEM) for weakly-singular and hyper-singular integral equations.

A time-domain higher-order boundary element method (HOBEM) is coupled with a mixed Eulerian-Lagrangian technique as a time marching technique.

The natural element solutions in dealing with the coupled heat transfer problem for the mixed boundary conditions have been validated by comparison with those from Monte Carlo method (MCM) generated by the authors.