The target strength of objects submerged in water, located on the sea bottom or partially buried in the sediment can be calculated by means of a boundary element solver. For this reason, a boundary element code with suitable pre-/postprocessor and parallel working solvers is developed. The scattering objects within the transition range between fluid and sediment can be modeled by the preprocessor. It can manage large and complex meshes (more than 100,000 elements) and is able to import mesh-files in different standard formats (e. g. NASTRAN-, ANSYS- or CDB-format) or to generate meshes with closed surfaces. Combined with material parameters, this information is used as a database for the following high frequency scattering calculations. In ...
The Boundary Element Method (BEM) is a powerful tool which has become an important and useful numeri...
Im Bereich der numerischen Akustik stellt das Randelementverfahren (Boundary Element Method, BEM) ei...
A hybrid numerical model combining a boundary element method (BEM) and eigenfunction expansions is d...
Discrete methods of numerical analysis have been used successfully for decades for the solution of p...
A numerical model is being developed in the MATLAB programming environment to model the acoustic fie...
The problem of acoustical scattering by rough (rippled) sediments is important for many applications...
The boundary element method (BEM) is a powerful tool in computational acoustic analysis. The Boundar...
The present text deals with the numerical solution of two‐dimensional high‐frequency acoustic scatte...
The present paper intends to couple the Fast Multipole Method (FMM) with the Boundary Element Method...
A coupled finite element/boundary element capability is described for calculating the sound pressure...
International audienceIn this article, a new boundary element algorithm in acoustic scattering or ra...
Isogeometric analysis with the boundary element method (IGABEM) has recently gained interest. In thi...
This chapter presents the application of the boundary element method to high-frequency Helmholtz pro...
The Boundary Element Method (BEM) is a powerful tool which has become an important and useful numeri...
The Boundary Element Method (BEM) is widely used in outdoor sound scattering problems due to its com...
The Boundary Element Method (BEM) is a powerful tool which has become an important and useful numeri...
Im Bereich der numerischen Akustik stellt das Randelementverfahren (Boundary Element Method, BEM) ei...
A hybrid numerical model combining a boundary element method (BEM) and eigenfunction expansions is d...
Discrete methods of numerical analysis have been used successfully for decades for the solution of p...
A numerical model is being developed in the MATLAB programming environment to model the acoustic fie...
The problem of acoustical scattering by rough (rippled) sediments is important for many applications...
The boundary element method (BEM) is a powerful tool in computational acoustic analysis. The Boundar...
The present text deals with the numerical solution of two‐dimensional high‐frequency acoustic scatte...
The present paper intends to couple the Fast Multipole Method (FMM) with the Boundary Element Method...
A coupled finite element/boundary element capability is described for calculating the sound pressure...
International audienceIn this article, a new boundary element algorithm in acoustic scattering or ra...
Isogeometric analysis with the boundary element method (IGABEM) has recently gained interest. In thi...
This chapter presents the application of the boundary element method to high-frequency Helmholtz pro...
The Boundary Element Method (BEM) is a powerful tool which has become an important and useful numeri...
The Boundary Element Method (BEM) is widely used in outdoor sound scattering problems due to its com...
The Boundary Element Method (BEM) is a powerful tool which has become an important and useful numeri...
Im Bereich der numerischen Akustik stellt das Randelementverfahren (Boundary Element Method, BEM) ei...
A hybrid numerical model combining a boundary element method (BEM) and eigenfunction expansions is d...