victorliu / S4Links
Stanford Stratified Structure Solver - Electromagnetic simulator for layered periodic structures
☆159Updated 4 years ago
Alternatives and similar repositories for S4
Users that are interested in S4 are comparing it to the libraries listed below
Sorting:
- Python based continuous adjoint optimization wrapper for Lumerical☆190Updated last year
- modules for semi-analytic fourier series solutions for Maxwell's equations. Includes transfer-matrix-method, plane-wave-expansion-method,…☆144Updated 3 years ago
- Rigorous Coupled Wave Analysis for the calculation of Photonic Crystal R/T spectra☆130Updated 2 years ago
- Fast, scalable, accessible photonic simulation☆146Updated 10 months ago
- Fast electromagnetic solver (FDTD) at scale.☆287Updated this week
- Python implementation of rigorous coupled wave analysis, autograd supported for optimization purpose☆88Updated 4 years ago
- Rigorous coupled wave analysis and PWEM implemented in short readable python codes☆39Updated 4 years ago
- Photonic optimization library☆323Updated last year
- Frequency-domain photonic simulation and inverse design optimization for linear and nonlinear devices☆175Updated 5 years ago
- GPU-accelerated RCWA with automatic differentiation☆161Updated last year
- Multi-GPU FDFD solver☆64Updated 3 years ago
- A suite of tools for optimizing the shape and topology of electromagnetic structures.☆109Updated this week
- Electromagnetic Python☆216Updated last week
- Lugiato Lefever Equation Solver in Python/Julia☆84Updated 10 months ago
- MIT Photonic-Bands: computation of photonic band structures in periodic media☆192Updated 8 months ago
- varRCWA algorithm implementation with GPU support☆23Updated 2 years ago
- Continuous Adjoint Optimization with Lumerical, developed at UC Berkeley☆88Updated 7 years ago
- 🌱 Guided-mode expansion of photonic crystal slabs☆132Updated 10 months ago
- Rigorous Coupled Wave Analyses (RCWA) for layered structures with incommensurate periodicities☆34Updated 9 months ago
- MATLAB-based solver package of Maxwell's equations by the FDFD method