BEMPP.ORG

Welcome to BEM++ — The BEM++ Project

BEM is an open-source Galerkin boundary element library that handles Laplace, Helmholtz and Maxwell problems on bounded and unbounded domains. Version: 2.9.0 (Development release). To download and install BEM check out the Installation. For example use of BEM see the Tutorials. To receive announcements and for general support sign up to the BEM mailing list. For project updates follow us on Twitter. Submit bug reports at https:/ github.com/bempp/bempp/issues. BEM is developed at University College London.

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Welcome to BEM++ — The BEM++ Project | bempp.org Reviews

<META> DESCRIPTION

BEM is an open-source Galerkin boundary element library that handles Laplace, Helmholtz and Maxwell problems on bounded and unbounded domains. Version: 2.9.0 (Development release). To download and install BEM check out the Installation. For example use of BEM see the Tutorials. To receive announcements and for general support sign up to the BEM mailing list. For project updates follow us on Twitter. Submit bug reports at https:/ github.com/bempp/bempp/issues. BEM is developed at University College London.

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1 the bem project

2 features

3 installation

4 documentation

5 tutorials

6 publications

7 welcome to bem

8 current version

9 getting help

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Welcome to BEM++ — The BEM++ Project | bempp.org Reviews

https://bempp.org

BEM is an open-source Galerkin boundary element library that handles Laplace, Helmholtz and Maxwell problems on bounded and unbounded domains. Version: 2.9.0 (Development release). To download and install BEM check out the Installation. For example use of BEM see the Tutorials. To receive announcements and for general support sign up to the BEM mailing list. For project updates follow us on Twitter. Submit bug reports at https:/ github.com/bempp/bempp/issues. BEM is developed at University College London.

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bempp.org

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Features — The BEM++ Project

http://www.bempp.org/features.html

Galerkin discretization of all standard boundary integral operators (single-layer potential, double-layer potential, adjoint double-layer potential, hypersingular operator) for Laplace, Helmholtz, modified Helmholtz and Maxwell problems in three dimensions. Numerical evaluation of boundary-element integrals (singular integrals dealt with using Sauter quadrature rules). Triangular surface mesh handling. Import of meshes in Gmsh format. Easy creation of operators composed of several logical blocks.

2

Tutorials — The BEM++ Project

http://www.bempp.org/tutorials.html

The following tutorials are downloadable IPython Notebooks that can also be read online. Some tutorials require capable workstations to run with reasonable speed. Please check the logging messages in the tutorials to get a feeling for the solution time and the memory requirements. Solving an interior Laplace Problem. Using a combined formulation for an exterior sound-soft scattering problem. Computing the electric field in the neighborhood of a screen.

3

Publications — The BEM++ Project

http://www.bempp.org/publications.html

W Śmigaj, S. Arridge, T. Betcke, J. Phillips, M. Schweiger, “Solving Boundary Integral Problems with BEM ”, to appear in. ACM Trans. Math. Software 41. Pp 6:1–6:40 (2015) ( extended and revised preprint. Please note that this paper is based on BEM 2.0 with an incompatible syntax to the current version. Nevertheless, it gives a good overview about what BEM can do and should be the main citation for the library. J Acoust.Soc. Am. 138, 2726 (2015). Pp 40–52 (2015).

4

Documentation — The BEM++ Project

http://www.bempp.org/docs.html

Fast assembly via Hierarchical matrices. Import and Export of Gmsh files. Changing the BEM options. Fast assembly via Hierarchical matrices. Import and Export of Gmsh files. Changing the BEM options. Enter search terms or a module, class or function name.

5

Installation Instructions — The BEM++ Project

http://www.bempp.org/installation.html

In the following we describe different ways of installing BEM . We offer the following installation options. Using a VirtualBox image of BEM (Windows, Linux, MacOS). Installing a binary package on Linux. Installation on MacOS using Homebrew. Building BEM from scratch. It is highly recommended to install Gmsh and make it available in the system path as BEM uses it for visualization and the shapes module. Using a VirtualBox image of BEM (Windows, Linux, MacOS). To use this image please do the following.

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fenicsproject.org

Applications of the FEniCS Project — FEniCS Project

https://fenicsproject.org/applications

Applications of the FEniCS Project. This page highlights a number of FEniCS based applications offered as part of FEniCS Apps. If you have developed a FEniCS based application that you would like us to include in this list, make a request on the FEniCS mailing list at fenics-dev @. ASCoT — Automated Stability Condition Tester. CBCBlock — Block linear algebra in Python. CBCPDESys — Specify large systems of PDEs with ease. CBCPDESys is a Python package for specifying and solving large, completely general, ...

micromagnetics.org

Welcome to magnum.fe’s documentation! — magnum.fe 0.0.1 documentation

http://micromagnetics.org/magnum.fe

Install dependencies in Ubuntu 14.04. Hybrid FEM-BEM Method (Fredkin and Koehler). Welcome to magnum.fe’s documentation! Welcome to magnum.fe’s documentation! Magnum.fe is a finite-element package for the solution of dynamical micromagnetic problems. It is written in Python and C and largely relies on the multi purpose finite-element library FEniCS. For the solution of open-boundary problems a hybrid FEM/BEM method is implemented that uses the BEM. Integration of the Landau-Lifshitz-Gilbert Equation.

micromagnetics.org

Software · micromagnetics

http://micromagnetics.org/software

Magnum.fe is a finite-element package for the solution of dynamical micromagnetic problems. It is written in Python and C and largely relies on the multi purpose finite-element library FEniCS. For the solution of open-boundary problems a hybrid FEM/BEM method is implemented that uses the BEM. Library. magnum.fe is free software and can be extended to your needs. Visit the homepage http:/ micromagnetics.org/magnum.fe. Or go directly to the GitHub page https:/ github.com/micromagnetics/magnum.fe.

k-wave.org

k-Wave: A MATLAB toolbox for the time domain simulation of acoustic wave fields

http://k-wave.org/acousticsoftware.php

A MATLAB toolbox for the time-domain. Simulation of acoustic wave fields. The k-Wave toolbox is a powerful tool for general acoustic modelling. However, this doesn't mean it's the best tool for every purpose! Free Acoustics and Ultrasound Software. Interface: MATLAB with optional C mex files. License: GNU General Public License (GPL). Description: Linear and nonlinear ultrasound simulation using the angular spectrum method. Interface: C with visualisation in MATLAB. Interface: C and Python. Description: ...

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bempp.org

Welcome to BEM++ — The BEM++ Project

BEM is an open-source Galerkin boundary element library that handles Laplace, Helmholtz and Maxwell problems on bounded and unbounded domains. Version: 2.9.0 (Development release). To download and install BEM check out the Installation. For example use of BEM see the Tutorials. To receive announcements and for general support sign up to the BEM mailing list. For project updates follow us on Twitter. Submit bug reports at https:/ github.com/bempp/bempp/issues. BEM is developed at University College London.

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