Accurate evaluation of nearly singular integrals plays an important role in the overall accuracy of the Boundary Element Method (BEM). A new approach for the evaluation of nearly singular integrals particularly those with severe near singularity is described in this paper. This method utilizes a degenerate mapping to first reduce near singularity and then employs a variable transformation to further smooth out the resultant integrand. The accuracy and efficiency of the method are demonstrated through several examples that are commonly encountered in the applications of the BEM. Comparison of this method with some of the existing methods is also presented
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
In this paper, we propose an efficient strategy to compute nearly singular integrals over planar tri...
The present work presents a number of contributions to the areas of numerical integration, singular ...
Abstract Accurate evaluation of nearly singular integrals plays an important role in the overall acc...
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
Abstract The accurate and efficient evaluation of nearly singular integrals is one of the major conc...
The Boundary Element Method (BEM) or the Boundary Integral Equation (BIE) method is a convenient met...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
AbstractAccurate numerical integration of line integrals is of fundamental importance for the reliab...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
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....
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
In this paper, we propose an efficient strategy to compute nearly singular integrals over planar tri...
The present work presents a number of contributions to the areas of numerical integration, singular ...
Abstract Accurate evaluation of nearly singular integrals plays an important role in the overall acc...
The accurate evaluation of nearly singular boundary integrals is an important issue in boundary elem...
Abstract The accurate and efficient evaluation of nearly singular integrals is one of the major conc...
The Boundary Element Method (BEM) or the Boundary Integral Equation (BIE) method is a convenient met...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
AbstractAccurate numerical integration of line integrals is of fundamental importance for the reliab...
AbstractA general numerical method is proposed to compute nearly singular integrals arising in the b...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
A new transformation technique is introduced for evaluating the two-dimensional nearly singular inte...
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....
In this paper a new algorithm for the computation of singular integrals (1/r or 1/r^2) is presented....
In this paper, we propose an efficient strategy to compute nearly singular integrals over planar tri...
The present work presents a number of contributions to the areas of numerical integration, singular ...