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Microwave attenuation due to raindrops by Mie scattering computation. FORTRAN program printed in
Matthew N. O. Sadiku, Numerical Techniques in Electromagnetics, CRC Press, Boca Raton, 1992.
RCS simulation of a multiple layered sphere based on Mie series solution running on a SPARC Classic computer.
Some Matlab m-files to perform Mie calculations for optical scattering from spherical particles. Two errors have been corrected on 5. Sep. 1997. Please get the lastest version of the files.
Web based Mie scattering calculations.
A Mie code in Mathematica is printed in
Harald Anton Mehling, Mie Scattering Studies for Laser Light Scattering from Polar Ice, Diploma Thesis, Faculty of the Graduate School, State University of New York at Buffalo, Buffalo, 1992.
A simple Mie scattering program in C and documentation by Scott Prahl.
Mie codes written in Fortran 77 and Mathematica can be obtained from Rodolfo Guzzi Mathematica.
The code contains also a coated sphere approach.
Reference: C. Levoni, M. Cervino, R. Guzzi, F. Torricella, Atmospheric aerosol optical properties: a database of radiative charactersistics for differnt component and classes, Applied optics 36(1997)30, 8031-8041.
- Email: This email address is being protected from spambots. You need JavaScript enabled to view it. (11 Sep 2000)
Windows (2000) program LSA to simulate a Phase Doppler particle sizer based on GLMT (Generalized Lorenz-Mie Theory).
Available from Hans-Henrik Benzon (with costs)
- Email: This email address is being protected from spambots. You need JavaScript enabled to view it.
A new LSA demo version and the LSA manual is also available.
An older Demo Version is available from the Bremen server (4.6.2003)
On the Simuloptics GmbH server a Java-Applet for computation of the scattering efficiency of a sphere is available. There are also Fortran77 codes which are often needed to do scattering computations (Bessel, Hankel functions etc.).
Based on Mie theory with this Windows (3.11) programme the calibration curve of a PDA (Phase Doppler Anemometry) particle sizing instrument can be computed.
- Link (7 Jan 2022, local copy)
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