This article considers weakly singular, singular and hypersingular integrals, which arise when the boundary integral equation (BIE) methods are used to solve problems in 2-D elastostatics. For their regularization, an approach based on the theory of distribution and application of the Green’s theorem has been used. The expressions, which allow an easy calculation of the weakly singular, singular and hypersingular integrals for straight and curved boundary elements, have been constructed
This paper deals with regularization techniques developed in order to overcome the strongly singular...
International audienceThe symmetric Galerkin boundary element method is used to solve boundary value...
The subject of this paper is the formulation of boundary integral equations for first- and second-or...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
In this article the methodology for divergent integral regularization developed in [9] is applied fo...
In this article the methodology for divergent integral regularization developed in [8] is applied fo...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
In this paper, analytic integration procedures are presented for non-singular, nearly singular and n...
The need for hypersingular boundary integral equations in crack problems is motivated through acoust...
A weak formulation for ‘direct’ boundary methods, deduced from distribution theory, is presented. Th...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
International audienceThe symmetric Galerkin boundary element method is used to solve boundary value...
The subject of this paper is the formulation of boundary integral equations for first- and second-or...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
In this article the methodology for divergent integral regularization developed in [9] is applied fo...
In this article the methodology for divergent integral regularization developed in [8] is applied fo...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
This article considers weakly singular, singular and hypersingular integrals, which arise when the b...
In this paper, analytic integration procedures are presented for non-singular, nearly singular and n...
The need for hypersingular boundary integral equations in crack problems is motivated through acoust...
A weak formulation for ‘direct’ boundary methods, deduced from distribution theory, is presented. Th...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
This paper deals with regularization techniques developed in order to overcome the strongly singular...
International audienceThe symmetric Galerkin boundary element method is used to solve boundary value...
The subject of this paper is the formulation of boundary integral equations for first- and second-or...