[KSIĄŻKA][B] Symmetric Galerkin boundary element method
A Sutradhar, G Paulino, LJ Gray - 2008 - books.google.com
Symmetric Galerkin Boundary Element Method presents an introduction as well as recent
developments of this accurate, powerful, and versatile method. The formulation possesses …
developments of this accurate, powerful, and versatile method. The formulation possesses …
Dynamic stress concentration for multiple multilayered inclusions embedded in an elastic half-space subjected to SH-waves
R Sheikhhassani, M Dravinski - Wave Motion, 2016 - Elsevier
The dynamic stress concentration factor (DSCF) is evaluated along the interfaces of multiple
multilayered inclusions embedded in a half-space when subjected to a plane harmonic SH …
multilayered inclusions embedded in a half-space when subjected to a plane harmonic SH …
[HTML][HTML] Non-element method of solving 2D boundary problems defined on polygonal domains modeled by Navier equation
E Zieniuk, A Boltuc - International Journal of Solids and Structures, 2006 - Elsevier
The paper presents a non-element method of solving boundary problems defined on
polygonal domains modeled by corner points. To solve these problems a parametric integral …
polygonal domains modeled by corner points. To solve these problems a parametric integral …
[PDF][PDF] Evaluation of singular and hypersingular Galerkin integrals: direct limits and symbolic computation
LJ Gray - Singular Integrals in Boundary Element Methods …, 1998 - researchgate.net
Algorithms are presented for evaluating singular and hypersingular boundary integrals
arising from a Galerkin approximation in two dimensions. The integrals involving derivatives …
arising from a Galerkin approximation in two dimensions. The integrals involving derivatives …
Bézier curves in the modification of boundary integral equations (BIE) for potential boundary-values problems
E Zieniuk - International Journal of Solids and Structures, 2003 - Elsevier
The paper presents a modification of the classical boundary integral equation method
(BIEM) for two-dimensional potential boundary values problems. The proposed modification …
(BIEM) for two-dimensional potential boundary values problems. The proposed modification …
Potential problems with polygonal boundaries by a BEM with parametric linear functions
E Zieniuk - Engineering Analysis with Boundary Elements, 2001 - Elsevier
The paper presents a modification of the traditional Boundary Integral Equation Method
(BIEM) for two-dimensional potential type boundary-value problems with a linear-segments …
(BIEM) for two-dimensional potential type boundary-value problems with a linear-segments …
Weakly singular stress‐BEM for 2D elastostatics
JD Richardson, TA Cruse - International Journal for Numerical …, 1999 - Wiley Online Library
A weakly singular stress‐BEM is presented in which the linear state regularizing field is
extended over the entire surface. The algorithm employs standard conforming C0 elements …
extended over the entire surface. The algorithm employs standard conforming C0 elements …
A Hermite interpolation algorithm for hypersingular boundary integrals
LJ Gray, CS Soucie - International Journal for Numerical …, 1993 - Wiley Online Library
This paper presents a conforming C1 boundary integral algorithm based on Hermite
interpolation. This work is motivated by the requirement that the surface function multiplying …
interpolation. This work is motivated by the requirement that the surface function multiplying …
Hypersingular residuals—a new approach for error estimation in the boundary element method
This paper presents a new approach for a posteriori 'pointwise'error estimation in the
boundary element method. The estimator relies upon evaluation of the residual of …
boundary element method. The estimator relies upon evaluation of the residual of …
A 2D BEM–FEM approach for time harmonic fluid–structure interaction analysis of thin elastic bodies
This paper deals with two-dimensional time harmonic fluid–structure interaction problems
when the fluid is at rest, and the elastic bodies have small thicknesses. A BEM–FEM …
when the fluid is at rest, and the elastic bodies have small thicknesses. A BEM–FEM …