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Fortran 95 Mie Theory Library
OpenSANS: A Semi-Analytical solver for Nonlocal plasmonicS
The method comprises of a generalisation of Mie theory to properly address the hydrodynamic motion of free electrons in metals and a compact S matrix formulation for the efficient treatment of multiple layers.
This is the electromagnetic field analysis program for spherical particles. The radiation force acting on the sphere can be analyzed. This is based on Mie scattering theory.
Magnetic sphere
FORTRAN code printed in the report Milham, Merill E.: Electromagnetic Scattering by Magnetic Spheres: Theory and Algorithms. Edgewood Research Devellopment and Engineering Center Aberdeen Proving Ground MD, ADA289798, 1994-10-01.
Multipole Decomposition
Multipole Decomposition comming with PyGDM. The formalism allows calculating the extinction and scattering spectra of arbitrary shaped nanostructures.
PyMieLab
PyMieLab can calculate optical parameters including far-field and near-field parameters. PyMieLab provides a particle refractive index database with 2841 sets of experimental data for 370 materials. PyMieLab has a friendly GUI with many interactive menu bars, tools, and buttons.
- Link (10 April 23)
- paper (comparing the capabilities of different Mie tools)
Fortran 95 Mie Theory Library
The library explicitly defines the spherical Bessel functions and associated Legendre polynomials. The library is optimized to the extent of removing extraneous variables and
combing loops to reduce the total number of iterations, and using Gfortran compilation options and constraints.
Beyond Mie Theory
Matlab code for systematic computation of bulk scattering parameters based on microphysical wave optics.
MOScattering
Mathematica code that Shulamit Edelstein wrote to calculate scattering coefficients and optical forces on a spherical magneto-optical particle.
Optical Forces In Optical Tweezers
This open source project by Antonio Alvaro Ranha Neves is for Mathematica implementations of optical forces in optical tweezers. It relies on the generalized Lorenz-Mie theory (GLMT) and the highly focused beam described by angular spectrum representation.
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