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Workshop Scattering 2012 PDF Print
Conferences - Conferences
Written by Thomas Wriedt   
Thursday, 15 March 2012 00:00

Workshop

"Light scattering in an industrial context -

Measurement and simulation"

Institut für Werkstofftechnik, IWT, Bremen, 15. + 16. March 2012

Deadline: 1. Feb. 2012

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LIP2012, Rouen 2012 PDF Print
Conferences - Conferences
Written by Gerard Gouesbet   
Wednesday, 01 February 2012 00:00

Lasers and Interactions with Particles (LIP), Rouen, France 2012, March 26-30 is a reformatted follow-up of the conferences on Optical Particle Sizing and on Optical Particle Characterization.

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DDEELS PDF Print
Programs - Volume Integral
Written by Geuquet, Nicolas   
Thursday, 10 November 2011 16:25

Discrete Dipole approximation for Electron Energy Loss Spectroscopy

DDEELS, a Fortran code for simulating Electron Energy (low) Loss Spectroscopy (EELS) performed on irregular particles, has been developed by Nicolas GEUQUET and Luc HENRARD. It is based on the Discrete Dipole Approximation (DDA). The current version is DDEELS1.07alpha.

  • Link (10 Nov 2011)
 
WORKSHOP INVERSE PROBLEMS 2012 PDF Print
Conferences - Conferences
Written by Mirza Karamehmedovic   
Wednesday, 07 March 2012 00:00

Workshop

"Inverse problems and numerical methods in applications"

Institut für Werkstofftechnik, IWT, Bremen, 8. + 9. March 2012

Deadline: 1. Feb. 2012

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libRWG PDF Print
Programs - Method of Moments
Written by Reid, Homer   
Saturday, 07 January 2012 16:07

Libraries for Boundary-Element Analysis of 3D and 2D Electromagnetic Scattering Problems.

 
3D GLMT PDF Print
Programs - Mie Type Codes
Written by Gouesbet, Gérard   
Monday, 07 November 2011 13:34

3D representation of the scattering of a Gaussian beam by a homogeneous spherical particle based on the far-field version of GLMT to visualize the scattering of a Gaussian beam by a homogeneous, isotropic and spherical particle arbitrarily located in the beam. Supplementary resources with the book:

Gérard Gouesbet and Gérard Gréhan. Generalized Lorenz-Mie Theories. Springer, Berlin Heidelberg, 2011, ISBN 978-3-642-17193-2.

  • Link (Nov 7, 2011)
 
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