complexphoton/MESTI.jl

3D multi-source electromagnetic simulations in frequency domain, implementing the augmented partial factorization (APF) and other methods.

Language: Julia - Size: 2.05 MB - Last synced at: 29 days ago - Pushed at: 11 months ago - Stars: 38 - Forks: 3

complexphoton/MESTI.m

2D multi-source electromagnetic simulations in frequency domain, implementing the augmented partial factorization (APF) and other methods.

Language: MATLAB - Size: 13.6 MB - Last synced at: about 1 year ago - Pushed at: about 1 year ago - Stars: 33 - Forks: 6

alekseikukin/wtmmo

Wave-transfer matrix and scattering matrix toolbox. Can be used for simple calculation of wave-transfer matrix or scattering matrix of multilayer optical system. Scattering matrix can be converted to transmittance and reflectance very simply.

Language: MATLAB - Size: 343 KB - Last synced at: 2 days ago - Pushed at: over 3 years ago - Stars: 14 - Forks: 1

chiaweihsu/RGF

2D and 3D scalar finite-difference frequency-domain solver of the scattering matrix with the recursive Green's function method.

Language: MATLAB - Size: 43.9 KB - Last synced at: over 2 years ago - Pushed at: almost 3 years ago - Stars: 2 - Forks: 3

hochunlin/mesti_jl_internal

3D multi-source electromagnetic simulations in frequency domain, implementing the augmented partial factorization (APF) and other methods.

Language: Julia - Size: 11.5 MB - Last synced at: 12 months ago - Pushed at: 12 months ago - Stars: 1 - Forks: 1

minspan199/CI-calculations

S-matrix method to calculate laser modes

Language: MATLAB - Size: 137 MB - Last synced at: over 2 years ago - Pushed at: over 2 years ago - Stars: 1 - Forks: 1

ralphrazzouk/s-matrix-bootstrap

S-matrix bootstrap in 3+1 dimensions: regularization and dual convex problem

Language: Jupyter Notebook - Size: 239 MB - Last synced at: 7 days ago - Pushed at: 7 months ago - Stars: 0 - Forks: 0

AniruthAnanth/Scattering-TMM

Language: Python - Size: 4.88 KB - Last synced at: 11 months ago - Pushed at: 11 months ago - Stars: 0 - Forks: 0

Optical-Theory-Group/random-matrix-polarized-scattering

Random matrix theory of polarized light scattering in disordered media

Language: Python - Size: 41 KB - Last synced at: about 2 years ago - Pushed at: almost 3 years ago - Stars: 0 - Forks: 0