Symmetric Galerkin Boundary Element Method presents an introduction as well as recent developments of this accurate, powerful, and versatile method. The formulation possesses …
A Peirce - Computer methods in applied mechanics and …, 2010 - Elsevier
We describe a novel cubic Hermite collocation scheme for the solution of the coupled integro-partial differential equations governing the propagation of a hydraulic fracture in a …
A cubic Hermite approximation for two-dimensional boundary integral analysis is presented. The method differs from previous Hermite interpolation algorithms in that the gradient …
In this work, a new global reanalysis technique for the efficient computation of stresses and error indicators in two‐dimensional elastostatic problems is presented. In the context of the …
In the present work, error indicators for the potential and elastostatic problems are used in a combined fashion to implement an adaptive meshing scheme for the solution of two …
As of now, most of the error indicators available for elastostatic problems are computed in terms of quantities that do not necessarily have the most relevant physical meaning from the …
V Sagias, C Stergiou… - Proc. 7th International …, 2012 - researchgate.net
NOC Template Page 1 Adaptive meshing technique for stress calculations using the Boundary Element Method within a modern CAD/CAE system V. Sagias 1 , C. Stergiou 2 , R. Benhadj-Djilali …
In this paper, the boundary integral equations (BIEs) for the tangential derivative of flux in Laplace and Helmholtz equations are presented. These integral representations can be …
The integration of mechanical calculation tools with computer-aided design (CAD) in the design process within a computer-aided education (CAE) system is a highly anticipated …