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Boundary Element Method
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Summary
The
Boundary Element Method
(BEM) is a
Numerical computational method
used to solve
Linear partial differential equations
that have been formulated as
Integral Equations
. It is particularly useful for problems involving infinite or semi-
Infinite domains
, as it requires discretization only of the boundary rather than the entire domain, leading to
Reduced computational effort
.
Concepts
Integral Equations
Partial Differential Equations
Boundary Discretization
Green's Functions
Fundamental Solutions
Boundary Conditions
Domain Reduction
Mesh Generation
Numerical Integration
Singularity Treatment
Computational Electrodynamics
Room Acoustics Simulation
Computational Electromagnetics
Computational Mechanics
Relevant Degrees
Computational Mathematics 100%
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