In numerical methods, boundary element method has been widely used to solve acoustic problems. However, it suffers from certain drawbacks in terms of computational efficiency. This prevents the boundary element method from being applied to large-scale problems. This paper presents proposal of a new multiscale technique, coupled with boundary element method to speed up numerical calculations. Numerical example is given to illustrate the efficiency of the proposed method. The solution of the proposed method has been validated with conventional boundary element method and the proposed method is indeed faster in computation
Current research trends in the acoustical Boundary Element Method (BEM) include efforts to reduce co...
International audienceIn this article, a new boundary element algorithm in acoustic scattering or ra...
A fast boundary element method (FBEM) based on multilevel fast multipole algorithm (MLFMA) is introd...
The classical boundary element method (BEM) has emerged as a powerful alternative to the finite elem...
The present paper intends to couple the Fast Multipole Method (FMM) with the Boundary Element Method...
Discrete methods of numerical analysis have been used successfully for decades for the solution of p...
This work describes two perspectives for understanding the numerical difficulties that arise in the ...
The main advantage of the BEM is that only the domain boundaries (and possibly interfaces) are discr...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
In this paper some applications of boundary element method are given to solve 3D acoustic problems i...
This paper applied the multiscale boundary element method for the numerical solution of the Poisson ...
Although the application of the BEM to acoustical problems has widely spread in recent years, the ob...
In these lecture notes we introduce the boundary element method and de-scribe how it can be used to ...
The boundary element method (BEM) is a powerful tool in computational acoustic analysis. The Boundar...
Several techniques can be used to simulate acoustic radiation problems. Among these, the finite ele...
Current research trends in the acoustical Boundary Element Method (BEM) include efforts to reduce co...
International audienceIn this article, a new boundary element algorithm in acoustic scattering or ra...
A fast boundary element method (FBEM) based on multilevel fast multipole algorithm (MLFMA) is introd...
The classical boundary element method (BEM) has emerged as a powerful alternative to the finite elem...
The present paper intends to couple the Fast Multipole Method (FMM) with the Boundary Element Method...
Discrete methods of numerical analysis have been used successfully for decades for the solution of p...
This work describes two perspectives for understanding the numerical difficulties that arise in the ...
The main advantage of the BEM is that only the domain boundaries (and possibly interfaces) are discr...
Among numerical methods applied in acoustics, the Finite Element Method (FEM) is normally favored fo...
In this paper some applications of boundary element method are given to solve 3D acoustic problems i...
This paper applied the multiscale boundary element method for the numerical solution of the Poisson ...
Although the application of the BEM to acoustical problems has widely spread in recent years, the ob...
In these lecture notes we introduce the boundary element method and de-scribe how it can be used to ...
The boundary element method (BEM) is a powerful tool in computational acoustic analysis. The Boundar...
Several techniques can be used to simulate acoustic radiation problems. Among these, the finite ele...
Current research trends in the acoustical Boundary Element Method (BEM) include efforts to reduce co...
International audienceIn this article, a new boundary element algorithm in acoustic scattering or ra...
A fast boundary element method (FBEM) based on multilevel fast multipole algorithm (MLFMA) is introd...