The Boundary Element Method

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The boundary element method (BEM) is an important technique in the computational solution of engineering or scientific problems. In applying the boundary element method, only a mesh of the surfaces is required, making it easier to use and often more efficient than competing methods such as the finite element method.

BEM model of a horn loudspeaker

BEMLIB The full BEM Library [PURCHASE IT]

The purpose of this site is to provide a resources on the Boundary Element Method (BEM). Libraries of subroutines on Laplace problems (electrostatics, steady state heat conduction and potental flow) and Helmholtz problems (acoustics, electromagnetics) in Fortran are available, many codes can be downloaded.

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