HelmPole- A finite element solver for scattering problems on unbounded domains: Implementation based on PML ZIB-Report 03-38 (November 2003) The solution of scattering problems described by the Helmholtz equation on un-bounded domains is of importance for a wide variety of applications, for example in electromagnetics and acoustics. An implementation of a solver for scattering problems based on the programming language Matlab is introduced. The solver relies on the finite-element-method and on the perfectly-matched-layer-method, which allows for the simulation of scattering problems on complex geometries surrounded by inhomogeneous exterior domains. This report gives a number of detailed examples and can be understood as a user manual to th...
The theory for coupling of mapped wave infinite elements and special wave finite elements for the so...
An acoustic radiation or scattering problem in an unbounded domain is represented by the linear wave...
There are two cases of the exterior problems of the Helmholtz equation. If lambda greater than or eq...
We study the Helmholtz equation with a Sommerfeld radiation condition in an unbounded domain. We pro...
AbstractThis paper presents a new numerical method for the solution of exterior Helmholtz scattering...
A numerical method is proposed for efficient solution of scattering from objects with weakly perturb...
The Finite Element Method (FEM) is a powerful numerical method to solve wave propagation problems fo...
The purpose of this thesis is to formulate and investigate new iterative methods for the solution of...
Abstract: The problem of scattering of electromagnetic Wave by an obstracle consists in th...
This paper presents a parameter-free perfectly matched layer (PML) method for the finite-element-bas...
. In the numerical solution of scattering problems, an important computational kernel problem is tha...
The theoretical and numerical studies of electromagnetic scattering and radiation from perfectly con...
Introduction. A new numerical method for the Helmholtz equation of scattering is presented. The meth...
Projet MENUSINA specific variant of fictitious domain method for solving the Helmholtz wave equation...
A perfectly matched layer (PML) is combined with an absorbing boundary condition (ABC) for mesh trun...
The theory for coupling of mapped wave infinite elements and special wave finite elements for the so...
An acoustic radiation or scattering problem in an unbounded domain is represented by the linear wave...
There are two cases of the exterior problems of the Helmholtz equation. If lambda greater than or eq...
We study the Helmholtz equation with a Sommerfeld radiation condition in an unbounded domain. We pro...
AbstractThis paper presents a new numerical method for the solution of exterior Helmholtz scattering...
A numerical method is proposed for efficient solution of scattering from objects with weakly perturb...
The Finite Element Method (FEM) is a powerful numerical method to solve wave propagation problems fo...
The purpose of this thesis is to formulate and investigate new iterative methods for the solution of...
Abstract: The problem of scattering of electromagnetic Wave by an obstracle consists in th...
This paper presents a parameter-free perfectly matched layer (PML) method for the finite-element-bas...
. In the numerical solution of scattering problems, an important computational kernel problem is tha...
The theoretical and numerical studies of electromagnetic scattering and radiation from perfectly con...
Introduction. A new numerical method for the Helmholtz equation of scattering is presented. The meth...
Projet MENUSINA specific variant of fictitious domain method for solving the Helmholtz wave equation...
A perfectly matched layer (PML) is combined with an absorbing boundary condition (ABC) for mesh trun...
The theory for coupling of mapped wave infinite elements and special wave finite elements for the so...
An acoustic radiation or scattering problem in an unbounded domain is represented by the linear wave...
There are two cases of the exterior problems of the Helmholtz equation. If lambda greater than or eq...