Add to ORKGIn this paper a new numerical method for the multifrequency analysis of the three-dimensional Helmholtz equation is introduced. The Collocation Boundary Element Method (BEM) is used for the discretisation of the problem. The identity of the Fourier transform with respect to the wave number is applied to the matrix of the resulting linear system. The analytical form and some important properties are derived. Some numerical examples for the solution are presented
The Wave Based Method (WBM) is an alternative numerical prediction method for both interior and exte...
This paper presents a study of the convergence properties of a new axisymmetric approximating functi...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
In this paper a new numerical method for the multifrequency analysis of the three-dimensional Helmho...
In this paper a new numerical method for the multifrequency analysis of the three-dimensional Helmho...
A new scheme based on the Fourier transform for the three-dimensional Helmholtz equation is introduc...
In this paper, we compare the direct boundary element method (BEM) and the dual reci-procity boundar...
This article is devoted to the efficient numerical solution of the Helmholtz equation in a two‐ or t...
We describe a multi-component boundary element method for predicting wave energy distributions in a ...
The numerical solution of the Helmholtz eigenvalue problem is considered. The application of the bou...
This edited volume offers a state of the art overview of fast and robust solvers for the Helmholtz e...
The displacement field for three dimensional dynamic elasticity problems in the frequency domain can...
The numerical computation of head related transfer functions has been attempted by a number of resea...
AbstractA Neumann boundary value problem of the Helmholtz equation in the exterior circular domain i...
Abstract – Finite and boundary element methods have been used by many authors to solve mathematical ...
The Wave Based Method (WBM) is an alternative numerical prediction method for both interior and exte...
This paper presents a study of the convergence properties of a new axisymmetric approximating functi...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
In this paper a new numerical method for the multifrequency analysis of the three-dimensional Helmho...
In this paper a new numerical method for the multifrequency analysis of the three-dimensional Helmho...
A new scheme based on the Fourier transform for the three-dimensional Helmholtz equation is introduc...
In this paper, we compare the direct boundary element method (BEM) and the dual reci-procity boundar...
This article is devoted to the efficient numerical solution of the Helmholtz equation in a two‐ or t...
We describe a multi-component boundary element method for predicting wave energy distributions in a ...
The numerical solution of the Helmholtz eigenvalue problem is considered. The application of the bou...
This edited volume offers a state of the art overview of fast and robust solvers for the Helmholtz e...
The displacement field for three dimensional dynamic elasticity problems in the frequency domain can...
The numerical computation of head related transfer functions has been attempted by a number of resea...
AbstractA Neumann boundary value problem of the Helmholtz equation in the exterior circular domain i...
Abstract – Finite and boundary element methods have been used by many authors to solve mathematical ...
The Wave Based Method (WBM) is an alternative numerical prediction method for both interior and exte...
This paper presents a study of the convergence properties of a new axisymmetric approximating functi...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...