Based on above technique and theory, a continuous discontinuous hybrid boundary node method is proposed for frictional contact problems.
The regular hybrid boundary node method (RHBNM) is a new technique for the numerical solutions of the boundary value problems.
Combining Dual Reciprocity Method (DRM) with Hybrid Boundary Node Method (HBNM), the Dual Reciprocity Hybrid Boundary Node Method (DRHBNM) is developed for three-dimensional linear elasticity problems with body force.
As a truly meshless method of boundary-type, the hybrid boundary node method (HBNM) has the advantages of both boundary element method (BEM) and meshless method.
The Galerkin boundary node method is a boundary meshless method which uses MLS basis functions to approximate solution of problems.
In this paper, the first difficulty is alleviated by developing the hybrid boundary node method (HdBNM), which is a boundary-type meshless method.
A new meshless method named dual reciprocity hybrid boundary node method (DRHBNM) is proposed and applied to solve free vibration problems.
A novel boundary type meshless method called continuous discontinuous hybrid boundary node method is proposed in this paper, in which the enriched discontinuous shape function is developed to solve linear elastic crack problems.
Among them are the boundary node method (BNM) [12, 13], the boundary point interpolation method (BPIM) [14, 15], the hybrid BNM [16, 17], the Galerkin BNM [18, 19], the dual BNM [20, 21] and the boundary element-free method [22 24].
In some WSN applications, recognizing boundary nodes is important for topology discovery, geographic routing, tracking and guiding.
