An open source ellipsometry analysis tool for reproducible and comprehensible building of optical models.
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Updated
Nov 22, 2024 - Jupyter Notebook
An open source ellipsometry analysis tool for reproducible and comprehensible building of optical models.
Optical Thin Film Coating simulation using transfer matrix method
Acoustic design exploration and material property identification for porous structures
A general 4x4 transfer matrix for optical waves in layered media for Julia
Open-source, integrated optical modelling of complex stacks
tmmax is a Python library for fast, precise simulations of multilayer thin films using JAX's advanced features like JIT compilation and GPU/TPU support. It streamlines the modeling of optical coatings for researchers and engineers.
TFstack is an MARL software-wise system which is aiming for inverse design, optimization that covering basically all thin films problems
Transfer Matrix Method for design and prediction of multilayered acoustic treatments.
Método da Matriz de Transferência aplicada à problemas de acústica
A tool to calculate the lowest energy solution and plot the wave function for a multi-level constant potential using 1D Schro. TMM
Transfer matrix method at normal incidence
Transfer Matrix Method
Transfer matrix method (TMM) for a dielectric multilayered structure to evaluate the frequency response of a broad-band laser.
modules for semi-analytic fourier series solutions for Maxwell's equations. Includes transfer-matrix-method, plane-wave-expansion-method, and rigorous coupled wave analysis (RCWA).
Computes the threshold gain in various kind of cavity
Computes the anti-crossing between a cavity mode and a dipole with the transfer matrix method
Optical Transfer Matrix Solver with index dispersion
Optical Transfer Matrix Solver
1D Time independent Schroedinger equation solver
Computes the transmission, reflection and absorption spectra of a planar microcavities compose of dielectric spacers, organic absorbers and metal or dielectric mirrors. Observables are obtained using the transfer matrix (TMM) method.
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