Boundary Element Topics: Proceedings of the Final Conference of the Priority Research Programme
Author: Prof Dr.-Ing. Wolfgang L. Wendland
Published by Springer Berlin Heidelberg
ISBN: 978-3-642-64554-9
DOI: 10.1007/978-3-642-60791-2

Table of Contents:

Introduction
Efficient Calculation of Acoustic Fields by Boundary Element Method
A Boundary Element Formulation for Generalized Viscoelastic Solids in Time Domain
On the Efficient Realization of Sparse Matrix Techniques for Integral Equations with Focus on Panel Clustering, Cubature and Software Design Aspects
Bimetal Problems
Analysis of 3D Elastoplastic Notch and Crack Problems using Boundary Element Method
Adaptive Domain Decomposition Methods for Finite and Boundary Element Equations
On the Use of a BEM Time-Stepping Procedure for Nonlinear and Unsteady Wave-Structure Interaction
Integral Equations arising from Instationary Flows around Thin Wings
Multiscale Methods for the Solution of the Helmholtz and Laplace Equations
Galerkin-Type Boundary Element Analysis for 3D Elasticity Problems
Parallel Coupling of FEM and BEM for 3D Elasticity Problems
Coupling of BEM and FEM for Elastic Structures
Fast Algorithms for the Solution of Pseudodifferential Equations
Different Methodologies for Coupled BEM and FEM with Implementation on Parallel Computers
Error Analysis for the BEM on Nonsmooth Curves
The hp-Version of the BEM with Geometric Meshes in 3D
A Transonic Panel Method for Helicopter Flows
Interpolation, Triangulation and Numerical Integration on Closed Manifolds
Asymptotic Expansions of Elastic Fields in Domains with Boundary and Structural Singularities

Efficient Calculation of Acoustic Fields by BEM -- A BE-Formulation for Generalized Viscoelastic Solids in Time Domain Bimetal Problems -- Analysis of 3D Elastoplastic Notch and Crack Problems Using BEM -- Integral Equations Arising from Instationary Flows around Thin Wings -- Galerkin-Type BE Analysis for 3D Elasticity Problems -- Parallel Coupling of FEM and BEM for 3D Elasticity Problems -- Fast Algorithms for the Solution of Pseudodifferential Equations; Different Methodologies for Coupled BEM and FEM with Implementation on Parallel Computers -- Error Analysis for the BEM on Nonsmooth Curves
The volume contains papers presented at the final conference of the DFG Research Program in Boundary Element Methods. The contributions deal with and offer solutions for problems arising in the application of BEM to engineering tasks