|
|
 |
Codes for calculation of the scattering matrix and cross sections of neighboring, non-intersecting spheres by Daniel Mackowski, Kirk Fuller and Michael Mishchenko.
Mie@2Media- Interface, Mie Scattering at interfaces This program (MATLAB CODE) uses approximations and interpolation methods in order to describe Mie Scattering of a nanoparticle at an interface.
Weng Cho Chew's page on efficient addition theorem calculations including Fortran 77 program (spheres.zip) for scattering of clusters of spheres by Yiming Wang implemention using the addition theorem. The papers by J.H. Bruning and Y.T. Lo are also available.
Fortran program to calculate the scatter due to particulates on a mirror, printed in
Spyak, Paul Raymond: A cryogenic scatterometer and scatter from particulate contaminants on mirrors. PhD, University of Arizona, 1990.
RETOP
RETOP is an free Matlab toobox that implements a near-to-far-field transformation for computing the radiation diagram. RETOP operates for objects on substrates or buried in stratified media.
The Numerically Determined Steepest Descent Path Package (ND-SDP) is a free MATLAB toolbox for rapid computation of the fields due to an electric or magnetic line-source, operating in the presence of a dielectric (lossless) half-space, that is 2D Sommerfeld integrals are evaluated.

PyDDA
Discrete dipole approximation implementation in Python by Pavel Dmitriev.
Reimplementation of DDA-SI (DDA with planar surface interaction) https://code.google.com/p/dda-si/
The Null-field Method with Discrete Sources is an extension of the Null-field Method (also called T-Matrix Method) to compute light scattering by arbitrarily shaped dielectric particles. The Fortran code is inculded on CD with the book:
Adrian Doicu, Thomas Wriedt and Yuri Eremin: Light Scattering by Systems of Particles. Null-Field Method with Discrete Sources - Theory and Programs. Springer Verlag; Berlin, Heidelberg, New York 2006.
This Matlab program calculates the energy transport of a dipole in a multilayer stack. Coded and developed at MIT by Kemal Celebi and Marc Baldo.

GF Package (EM Green's function near an interface) written by , J. C. Schotland, and V. A. Markel.
|
|
 |
|