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The Boundary Element Method

1995
Boundary value problems like the Laplace, Helmholtz, biharmonic, Lame, or Stokes equations discussed in §8 can be approximated in their original domain of definition by various discretisation methods. Besides the (finite) difference method there is, in particular, the finite element method («FEM»; cf. Hackbusch [2]).
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Boundary Element-Methode

1988
Die Bezeichnung Boundary Element Methode (BEM) hat sich international fast ausnahmslos durchgesetzt, so das sie auch im folgenden stellvertretend fur die deutsche Ubersetzung „Randelementmethode“ verwendet werden soll.
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BOUNDARY ELEMENT METHOD

2006
Tim A. Osswald, Juan P. Hernández-Ortiz
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Boundary Element Methods

1995
Abstract What are boundary element methodsã They are methods for the approximate solution of two- or three-dimensional boundary value problems, which rely on casting the problem into the form of an integral equation over the boundary; then chopping the boundary into pieces (‘elements’), on each of which a low-degree polynomial ...
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Formulations of displacement discontinuity method for crack problems based on boundary element method

Engineering Analysis With Boundary Elements, 2020
Qiao Wang, Xudong Chen, Biao Liu
exaly  

Boundary element methods

Engineering Geology, 1983
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Boundary Element Methods.

Mathematics of Computation, 1993
Jean-Claude Nedelec   +2 more
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A two-dimensional Isogeometric Boundary Element Method for elastostatic analysis

Computer Methods in Applied Mechanics and Engineering, 2012
Timon Rabczuk   +2 more
exaly  

A finite element approach for the immersed boundary method

Computers and Structures, 2003
Lucia Gastaldi, Daniele Boffi
exaly  

Applications of the hybrid finite element-boundary element method in electromagnetics

IEEE Transactions on Magnetics, 1988
S J Salon, J D'Angelo
exaly  

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