Add to ORKGBoundary conditions for a 2D finite element Helmholtz solver are derived, which allow scattered light to leave the calculation domain in the presence of outgoing waveguides. Influx of light, through a waveguide or otherwise, can be prescribed at any boundary
By combining Dirichlet to Neumann (DtN) operators and Perfectly Matched Layers (PML’s) as boundary c...
Regular boundary element method is employed for the variational formulation of Helmholtz equation th...
The development of efficient solution algorithms for Poisson's equation on domains allowing for...
Boundary conditions for a 2D finite element Helmholtz solver are derived, which allow scattered ligh...
Boundary conditions for a 2D finite element Helmholtz solver are derived, which allow scattered ligh...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
Wave equations in exterior domains typically include a boundary condition at infinity to ensure the ...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
Abstract. In this paper we will present an exact absorbing boundary condition for solving 2-D exteri...
A regular boundary element method is employed for the variational formulation of the Helmholtz equat...
By combining Dirichlet to Neumann (DtN) operators and Perfectly Matched Layers (PML’s) as boundary c...
Regular boundary element method is employed for the variational formulation of Helmholtz equation th...
The development of efficient solution algorithms for Poisson's equation on domains allowing for...
Boundary conditions for a 2D finite element Helmholtz solver are derived, which allow scattered ligh...
Boundary conditions for a 2D finite element Helmholtz solver are derived, which allow scattered ligh...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
Wave equations in exterior domains typically include a boundary condition at infinity to ensure the ...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We study a new approach to the problem of transparent boundary conditions for the Helmholtz equation...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
We present a hybrid analytic-numeric method to calculate the transmission and reflection of light th...
Abstract. In this paper we will present an exact absorbing boundary condition for solving 2-D exteri...
A regular boundary element method is employed for the variational formulation of the Helmholtz equat...
By combining Dirichlet to Neumann (DtN) operators and Perfectly Matched Layers (PML’s) as boundary c...
Regular boundary element method is employed for the variational formulation of Helmholtz equation th...
The development of efficient solution algorithms for Poisson's equation on domains allowing for...