In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented. The limit of inner domain variables, as an inner point approaches the boundary, can be computed by this algorithm. Based on the difference between this limit and the corresponding given values in boundary conditions, an objective measurement of the accuracy of a BEM solution is suggested. This objective measurement is used to estimate the error of a BEM solution. Several numerical examples are given
In the usual boundary element method, some special numerical techniques have been developed in order...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
In the usual boundary element method, some special numerical techniques have been developed in order...
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
Accurate evaluation of nearly singular integrals plays an important role in the overall accuracy of ...
The Boundary Element Method (BEM) or the Boundary Integral Equation (BIE) method is a convenient met...
The solution to a two‐dimensional problem using the boundary element method requires the evaluation ...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
Abstract Accurate evaluation of nearly singular integrals plays an important role in the overall acc...
In this paper we propose a method for the fast evaluation of integrals stemming from boundary elemen...
This paper describes a general approach to compute the boundary integral equations that appear when ...
We propose the revised boundary integral method (RBIM) that combines the boundary integral method (B...
Foundations of a new BEM algorithm, called Domain Integral Reduction (DIRA), are discussed. DIRA con...
In the usual boundary element method, some special numerical techniques have been developed in order...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
In the usual boundary element method, some special numerical techniques have been developed in order...
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
Accurate evaluation of nearly singular integrals plays an important role in the overall accuracy of ...
The Boundary Element Method (BEM) or the Boundary Integral Equation (BIE) method is a convenient met...
The solution to a two‐dimensional problem using the boundary element method requires the evaluation ...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
Abstract Accurate evaluation of nearly singular integrals plays an important role in the overall acc...
In this paper we propose a method for the fast evaluation of integrals stemming from boundary elemen...
This paper describes a general approach to compute the boundary integral equations that appear when ...
We propose the revised boundary integral method (RBIM) that combines the boundary integral method (B...
Foundations of a new BEM algorithm, called Domain Integral Reduction (DIRA), are discussed. DIRA con...
In the usual boundary element method, some special numerical techniques have been developed in order...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
In the usual boundary element method, some special numerical techniques have been developed in order...