Acoustic solution of interior domains is of great interest. Solving acoustic pressure fields faster with lower computational requirements is demanded. A novel solution technique based on the analytic solution to the Helmholtz equation in rectangular domain is presented. This semi-analytic solution is compared with the finite element method, which is taken as the reference. Results show that presented method is as precise as the finite element method. As the semi-analytic method doesn’t require spatial discretization, it can be used for small and very large acoustic problems with the same computational costs
Abstract. A exible solver for the Helmholtz equation is presented. The implemen-tation of the solve...
ABSTRACTWhen modeling wave propagation, truncation of the computational domain to a manageable size ...
The problem of non-unique solutions at fictitious frequencies that can appear in the boundary elemen...
Acoustic solution of interior domains is of great interest. Solving acoustic pressure fields faster ...
Acoustic solution of interior domains is of great interest. Solving acoustic pressure fields faster ...
A boundary integral formulation for the solution of the Helmholtz equation is developed in which all...
A boundary integral formulation for the solution of the Helmholtz equation is developed in which all...
State-of-the-art computational methods for linear acoustics are reviewed. The equations of linear ac...
This edited volume offers a state of the art overview of fast and robust solvers for the Helmholtz e...
In this paper, we first show that the domain decomposition methods that are usually efficient for so...
International audienceSolving the Helmholtz equation by finite element methods is quite important in...
We propose the use of surface subdivision as adaptive and higher-order boundary elements for solving...
ABSTRACTWhen modeling wave propagation, truncation of the computational domain to a manageable size ...
Abstract A fictitious domain method for the solution of the 3D Helmholtz equation with absorbing bou...
A flexible solver for the Helmholtz equation is presented. The implementation of the solver is done ...
Abstract. A exible solver for the Helmholtz equation is presented. The implemen-tation of the solve...
ABSTRACTWhen modeling wave propagation, truncation of the computational domain to a manageable size ...
The problem of non-unique solutions at fictitious frequencies that can appear in the boundary elemen...
Acoustic solution of interior domains is of great interest. Solving acoustic pressure fields faster ...
Acoustic solution of interior domains is of great interest. Solving acoustic pressure fields faster ...
A boundary integral formulation for the solution of the Helmholtz equation is developed in which all...
A boundary integral formulation for the solution of the Helmholtz equation is developed in which all...
State-of-the-art computational methods for linear acoustics are reviewed. The equations of linear ac...
This edited volume offers a state of the art overview of fast and robust solvers for the Helmholtz e...
In this paper, we first show that the domain decomposition methods that are usually efficient for so...
International audienceSolving the Helmholtz equation by finite element methods is quite important in...
We propose the use of surface subdivision as adaptive and higher-order boundary elements for solving...
ABSTRACTWhen modeling wave propagation, truncation of the computational domain to a manageable size ...
Abstract A fictitious domain method for the solution of the 3D Helmholtz equation with absorbing bou...
A flexible solver for the Helmholtz equation is presented. The implementation of the solver is done ...
Abstract. A exible solver for the Helmholtz equation is presented. The implemen-tation of the solve...
ABSTRACTWhen modeling wave propagation, truncation of the computational domain to a manageable size ...
The problem of non-unique solutions at fictitious frequencies that can appear in the boundary elemen...