Home Light Scattering Software Particle on Surface
29 | 07 | 2010
Particle on Surface

ND-SDP PDF Print
Written by Hochman, Amit   
Friday, 11 June 2010 12:59

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.

  • Link (11 Jun 2010)

 

Last Updated on Friday, 11 June 2010 13:03
 
NFM-DS PDF Print
Written by Doicu, Adrian   
Thursday, 18 March 2010 15:18

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 codes include a program to compute scattering by a rotationally symmetric scatterer on a plane surface.

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.

  • Springer Publisher(14.8.2006)
  • List of Fortran90 Programs on CD-ROM with the book (18.8.2006)
  • Amazon: SEARCH INSIDE this book (18.7.2007)
  • SScaTT
    Superellipsoid Scattering Tool (v.1.1.4) for T-matrix scattering computation by superellipsoids and other abritrary shaped 3D scatterers by T. Wriedt. Windows 98, XP SScaTT paper
  • For questions please send emails to This e-mail address is being protected from spambots. You need JavaScript enabled to view it (22.9.2006)
Last Updated on Thursday, 18 March 2010 15:20
 
GF Package PDF Print
Written by Panasyuk, G. Y.   
Thursday, 10 December 2009 14:44

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

  • Link (10 Dec 2009)
Last Updated on Thursday, 10 December 2009 15:01
 
MIST PDF Print
Written by Germer, Thomas A.   
Friday, 13 November 2009 15:01

WinXP program by Thomas A. Germer to compute integration of the bidirectional reflectance distribution function (BRDF) over a given solid angles for defects on a plane surface.

  • Link (13 Nov 2009)
Last Updated on Monday, 12 April 2010 15:47
 
SCATMECH PDF Print
Written by Germer, T.A.   
Thursday, 27 November 2008 19:23

C++ object class library (SCATMECH) to disseminate simple models for light scattering from smooth surfaces. The library includes routines for scattering from spherical particles (Rayleigh, Rayleigh-Gans, and Mie) and routines for various models of scattering from surfaces. Data types for manipulating different representations for the polarization of light and the polarimetric properties of materials,specifically Mueller matrices, Stokes vectors, and Jones matrices and vectors.

  • Link  (27 Nov 2008)
Last Updated on Wednesday, 11 March 2009 16:15
 
Cylinder on surface PDF Print
Written by Videen, G.; Ngo, D.   
Thursday, 27 November 2008 19:18

Program written by Gorden Videen and modified by Dat Ngo. The program follows the derivation of Videen and Ngo  given Videen and Ngo, J Opt. Soc. Am. A 14, p. 70 (1997).

Last Updated on Wednesday, 11 March 2009 16:15
 
Sphere on surface PDF Print
Written by Videen, G.; Ngo, D.   
Thursday, 27 November 2008 19:12

Program written by Gorden Videen and modified by Dat Ngo. The program follows the derivation of Gorden Videen given  in his dissertation and the articles Videen, Opt. Comm. 115, p. 1 (1995);  Videen, JOSA A 8, p. 483 (1991); 9, p. 844 (1992).

  • Link (local copy, 25 Feb 1998)
Last Updated on Wednesday, 11 March 2009 16:14
 
Mie sphere on surface PDF Print
Written by Videen, G.   
Thursday, 27 November 2008 19:10

FORTRAN program listed in Gorden Wayne Videen: Light scattering from a sphere on or near an interface, Ph. D. 1992, University  of Arizona; UMI Order Number 9220701

Last Updated on Wednesday, 11 March 2009 16:16
 
Mie sphere on a conducting plane PDF Print
Written by Johnson, B.R.   
Thursday, 27 November 2008 18:59

FORTRAN program listed in B.R. Johnson: Light Scattering from a Spherical Particle on a Conducting Plane: Part  I. Normal Incidence, Aerospace Tech. Rep. TR-0091(6945- 08), 1991, Space and  Environment Technology Center, The Aerospace Corporation, P.O. Box 92957, Los  Angeles CA 90009

Last Updated on Wednesday, 11 March 2009 16:16