This volume contains eight state of the art contributions on mathematical aspects and applications of fast boundary element methods in engineering and industry. This covers the analysis and numerics of boundary integral equations by using differential forms, preconditioning of hp boundary element methods, the application of fast boundary element methods for solving challenging problems in magnetostatics, the simulation of micro electro mechanical systems, and for contact problems in solid mechanics. Other contributions are on recent results on boundary element methods for the solution of transient problems. This book is addressed to researchers, graduate students and practitioners working on and using boundary element methods. All contribut...
The technique of the boundary element method consists of subdividing the boundary of the field of a ...
This work shows the use of the Direct Boundary Element Method in solving practical problems in three...
AbstractThe boundary element method has its origins in the boundary integral equation method [1] and...
This volume contains eleven state of the art contributions on boundary integral equation and boundar...
International audienceSponsored by the U.S. National Science Foundation, a workshop on the boundary ...
A review on the progress in the field of fast integral equations solvers meant for solving computati...
The boundary integral equation (BIE) method has been used more and more in the last 20 years for sol...
Addresses the needs of the computational mechanics research community in terms of information on bou...
This book provides several applications of the finite element method (FEM) for solving real-world pr...
The aim of the boundary element method (BEM) is the numerical solution of integral equations derived...
This paper presents the development of a fast Boundary Element Method solver for 3D linear elasticit...
Abstract—Boundary element methods (BEMs) are an increas-ingly popular approach to the modeling of el...
The Boundary Element Method (BEM) has become established as an effective tool for the solutions of p...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
The technique of the boundary element method consists of subdividing the boundary of the field of a ...
This work shows the use of the Direct Boundary Element Method in solving practical problems in three...
AbstractThe boundary element method has its origins in the boundary integral equation method [1] and...
This volume contains eleven state of the art contributions on boundary integral equation and boundar...
International audienceSponsored by the U.S. National Science Foundation, a workshop on the boundary ...
A review on the progress in the field of fast integral equations solvers meant for solving computati...
The boundary integral equation (BIE) method has been used more and more in the last 20 years for sol...
Addresses the needs of the computational mechanics research community in terms of information on bou...
This book provides several applications of the finite element method (FEM) for solving real-world pr...
The aim of the boundary element method (BEM) is the numerical solution of integral equations derived...
This paper presents the development of a fast Boundary Element Method solver for 3D linear elasticit...
Abstract—Boundary element methods (BEMs) are an increas-ingly popular approach to the modeling of el...
The Boundary Element Method (BEM) has become established as an effective tool for the solutions of p...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
This chapter deals with formulations based on boundary integral equations (BIEs) for elastic and pla...
The technique of the boundary element method consists of subdividing the boundary of the field of a ...
This work shows the use of the Direct Boundary Element Method in solving practical problems in three...
AbstractThe boundary element method has its origins in the boundary integral equation method [1] and...