An adaptive refinement procedure for the coupled boundary element-reproducing kernel particle method (coupled BE-RKPM) is suggested. The procedure is developed by combining a h-adaptive BEM refinement scheme based on the residual approach and an adaptive RKPM refinement scheme based on an extraction type a posteriori error estimator. During the adaptive refinement process for the coupled analysis, the displacement compatibility condition along the interface boundary of the BEM and the RKPM domains is maintained by using a penalty approach and a simple node spacing adjustment procedure. Thus, no specially formulated finite element is required along the interface boundary between the RKPM and the BEM domains. Numerical examples show t...
The adaptive boundary element method is a process for which computer can be used to justify and impr...
This paper deals with the boundary element method (BEM) p-convergence approach applied to three-dime...
AbstractThis paper presents a posteriori error estimates for the symmetric finite element and bounda...
An adaptive refinement procedure for the coupled boundary element-reproducing kernel particle metho...
The boundary element method (BEM) and the meshless methods have been applied to solve many engineeri...
In this paper a new coupling method to merge the Reproducing Kernel Particle Method (RKPM) and the ...
In Part II of this study, an automatic adaptive refinement procedure using the reproducing kernel pa...
In this study, an adaptive refinement procedure using the reproducing kernel particle method (RKPM)...
The reproducing kernel particle method (RKPM) has attractive properties in handling high gradients, ...
ABSTRACT: This paper presents an adaptive FEM-BEM coupling method to solve non-linear problems invol...
Abstract. In this paper we present an adaptive FEM-BEM coupling method for elasto-plastic analysis i...
summary:Meshless methods have become an effective tool for solving problems from engineering practic...
A posteriori error estimators and adaptive mesh-refinement have themselves proven to be an important...
This paper describes a mesh refinement scheme for boundary element method in which the number of ele...
In this paper, an adaptive refinement technique using the scaled boundary finite element method (SBF...
The adaptive boundary element method is a process for which computer can be used to justify and impr...
This paper deals with the boundary element method (BEM) p-convergence approach applied to three-dime...
AbstractThis paper presents a posteriori error estimates for the symmetric finite element and bounda...
An adaptive refinement procedure for the coupled boundary element-reproducing kernel particle metho...
The boundary element method (BEM) and the meshless methods have been applied to solve many engineeri...
In this paper a new coupling method to merge the Reproducing Kernel Particle Method (RKPM) and the ...
In Part II of this study, an automatic adaptive refinement procedure using the reproducing kernel pa...
In this study, an adaptive refinement procedure using the reproducing kernel particle method (RKPM)...
The reproducing kernel particle method (RKPM) has attractive properties in handling high gradients, ...
ABSTRACT: This paper presents an adaptive FEM-BEM coupling method to solve non-linear problems invol...
Abstract. In this paper we present an adaptive FEM-BEM coupling method for elasto-plastic analysis i...
summary:Meshless methods have become an effective tool for solving problems from engineering practic...
A posteriori error estimators and adaptive mesh-refinement have themselves proven to be an important...
This paper describes a mesh refinement scheme for boundary element method in which the number of ele...
In this paper, an adaptive refinement technique using the scaled boundary finite element method (SBF...
The adaptive boundary element method is a process for which computer can be used to justify and impr...
This paper deals with the boundary element method (BEM) p-convergence approach applied to three-dime...
AbstractThis paper presents a posteriori error estimates for the symmetric finite element and bounda...