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Although boundary element methods have been applied to interior problems for many years, the numerical difficulties that can occur have not been thoroughly explored.
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Convergence with quasi-optimal rates for adaptive boundary element methods has independently been proved in [32,33].
Numerical calculations using the indirect boundary element method have been carried out.
Typical global schemes such as the finite difference method and the boundary element method have been applied previously to solve related problems for circular and elliptic jets.
Boundary element method has also been widely used (Beer et al. 2008; Brebbia and Dominguez 1992).
The computation of primary current distribution using the boundary element method has been analysed.
The boundary element method has another great advantage over these, because it reduces the dimension of the problem by one and also the necessary computational effort.
The Boundary Element Method has been widely used in order to obtain numerical solutions in many problems in science and engineering.
The Boundary Element Method has been employed for a parametric investigation of the performance afforded by highway noise barriers with multi-edge tops and different acoustic treatment.
The boundary element method has also been applied to solve this problem, but in this approach, a singular boundary integral equation formulated in velocity terms is considered, and the solution is evaluated by using higher-order boundary elements.
In recent years, the boundary element method has become a widely used tool for calculating the mitigation effects of noise barriers.
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