boundaryelementtekniikoita
Boundary element techniques (BET) represent a class of numerical methods used to solve partial differential equations. Unlike domain-based methods such as the finite element method, BET discretizes only the boundary of the problem domain, significantly reducing the dimensionality of the computational mesh. This characteristic makes BET particularly advantageous for problems involving infinite or semi-infinite domains, where discretizing the entire domain would be computationally prohibitive.
The core principle of BET involves reformulating the governing differential equation into an integral equation. This
Key advantages of BET include reduced data input requirements, automatic handling of boundary conditions at infinity,