A numerical method is suggested for evaluating the singular integral of curved panels in the higher-order boundary element method. Two-step mapping procedures that are significantly related to the physical properties of singular behaviors were developed and illustrated. As a result, the singular behaviors were significantly alleviated, and the efficiency and robustness of the present method for tangentially and axially deformed elements were proven. However, inaccuracies and numerical instabilities of twisted elements were discovered as a result of nonlinearities
. We consider the h-p Galerkin boundary element method applied to a weakly singular integral equatio...
The present work presents a number of contributions to the areas of numerical integration, singular ...
To solve boundary integral equations for potential problems using collocation Boundary Element Metho...
This paper presents a new approach to computing 1=r singularities on curved panels. By using careful...
Boundary element method (BEM) is a very promising approach for solving various engineering problems,...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
Abstract The accurate and efficient evaluation of nearly singular integrals is one of the major conc...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
International audienceWe present algorithms for computing weakly singular and near-singular integral...
We present a promising approach to reduce the difficulties associated with meshing complex...
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
We present a promising approach to reduce the difficulties associated with meshing complex curved do...
The limiting process that leads to the formulation of hypersingular boundary integral equations is f...
. We consider the h-p Galerkin boundary element method applied to a weakly singular integral equatio...
The present work presents a number of contributions to the areas of numerical integration, singular ...
To solve boundary integral equations for potential problems using collocation Boundary Element Metho...
This paper presents a new approach to computing 1=r singularities on curved panels. By using careful...
Boundary element method (BEM) is a very promising approach for solving various engineering problems,...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
This paper introduces an enriched Boundary Element Method in which functions are introduced that are...
Abstract The accurate and efficient evaluation of nearly singular integrals is one of the major conc...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
International audienceWe present algorithms for computing weakly singular and near-singular integral...
We present a promising approach to reduce the difficulties associated with meshing complex...
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
We present a promising approach to reduce the difficulties associated with meshing complex curved do...
The limiting process that leads to the formulation of hypersingular boundary integral equations is f...
. We consider the h-p Galerkin boundary element method applied to a weakly singular integral equatio...
The present work presents a number of contributions to the areas of numerical integration, singular ...
To solve boundary integral equations for potential problems using collocation Boundary Element Metho...