A cylindrical perfectly matched layer (PML) is developed based on the complex coordinate system approach. By an analytic continuation of the radial coordinate to complex values, the fields can be attenuated in the radial direction with no reflection (in the continuum space) for all angles of incidence and all frequencies. In the time domain the complex stretching leads to convolutions of the fields with the stretched space coordinates. These can be done quite efficiently by using recursive convolution. The accuracy of the formulation was validated by computing the field from a line source on a cylindrical grid and comparing the result against an analytic solution.link_to_subscribed_fulltex
We present an improved perfectly matched layer (PML) for the analysis of plasmonic structures, based...
We present a comparative evaluation of two novel and practical perfectly matched layer (PML) impleme...
This thesis presents novel concepts for electromagnetic field simulations via partial differential e...
The perfectly matched layer (PML) in Cartesian coordinates is equivalent to solving the wave equatio...
The analytic continuation of Maxwell's equations to complex space is a powerful tool to achieve the ...
We discuss the interpretation of the perfectly matched layer (PML) absorbing boundary condition (ABC...
An analytic derivation of the true three-dimensional conformal perfectly matched layer (PML) on a ge...
A simple and systematic derivation of anisotropic perfectly matched layers (PML's) in cylindrical an...
Perfectly matched layers (PML's) are derived for cylindrical and spherical finite-difference time-do...
Abstract—A general time domain representation of the Chew and Weedon [1994] stretched coordinate per...
The Perfectly Matched Layer (PML) absorbing boundary condition has shown to be an extremely efficien...
International audienceIn this paper we implement the stretched-coordinate Perfectly Matched Layer (P...
We investigate the spectral properties of the Cartesian, cylindrical, and spherical perfect matched ...
Key Terms: finite-difference time-domain (FDTD), perfectly matched layer (PML), stretched coordinat...
By a change of variables, we show that Maxwell's equations for PML media reduce to ordinary Max...
We present an improved perfectly matched layer (PML) for the analysis of plasmonic structures, based...
We present a comparative evaluation of two novel and practical perfectly matched layer (PML) impleme...
This thesis presents novel concepts for electromagnetic field simulations via partial differential e...
The perfectly matched layer (PML) in Cartesian coordinates is equivalent to solving the wave equatio...
The analytic continuation of Maxwell's equations to complex space is a powerful tool to achieve the ...
We discuss the interpretation of the perfectly matched layer (PML) absorbing boundary condition (ABC...
An analytic derivation of the true three-dimensional conformal perfectly matched layer (PML) on a ge...
A simple and systematic derivation of anisotropic perfectly matched layers (PML's) in cylindrical an...
Perfectly matched layers (PML's) are derived for cylindrical and spherical finite-difference time-do...
Abstract—A general time domain representation of the Chew and Weedon [1994] stretched coordinate per...
The Perfectly Matched Layer (PML) absorbing boundary condition has shown to be an extremely efficien...
International audienceIn this paper we implement the stretched-coordinate Perfectly Matched Layer (P...
We investigate the spectral properties of the Cartesian, cylindrical, and spherical perfect matched ...
Key Terms: finite-difference time-domain (FDTD), perfectly matched layer (PML), stretched coordinat...
By a change of variables, we show that Maxwell's equations for PML media reduce to ordinary Max...
We present an improved perfectly matched layer (PML) for the analysis of plasmonic structures, based...
We present a comparative evaluation of two novel and practical perfectly matched layer (PML) impleme...
This thesis presents novel concepts for electromagnetic field simulations via partial differential e...