laurentnevou Goto Github PK
Name: LaurentNevou
Type: User
Bio: Physicist in Optoelectronics devices
Location: Zurich, Switzerland
Blog: https://scholar.google.it/citations?user=9gjW0ycAAAAJ&hl=en
Name: LaurentNevou
Type: User
Bio: Physicist in Optoelectronics devices
Location: Zurich, Switzerland
Blog: https://scholar.google.it/citations?user=9gjW0ycAAAAJ&hl=en
Computes the gain from interband laser diode
Computes the threshold gain in various kind of cavity
Band diagram and Field of 2D photonic cristal
Computes Polariton anti-crossing
Computes the anti-crossing between a cavity mode and a dipole with the transfer matrix method
Computes Radiometric Lambertian and Gaussian beam
Computes eigen frequencies in a 1D micro-cavity
Computes eigen frequencies in a 2D micro-cavity
Computes eigen frequencies in a 3D micro-cavity
Computes effective mode in a 1D wave guide
Computes effective mode in a 2D wave guide
Optical Transfer Matrix Solver
Optical Transfer Matrix Solver with index dispersion
Computes the electronic band structure of Zinc Blende semiconductor
Computes and plot the electrons distribution in the ZB Brillouin zone
plot the Brillouin zone of the Zinc Blend lattice in 3D
Poisson equation solver in 1D CMOS transistor.
Computes the electronic band structure of bulk Wurtzite semiconductors
Computes the electronic band structure of bulk ZB semiconductor with various k.p models
Computes the electronic band structure of bulk ZB semiconductor with k.p models WITH STRAIN
Poisson solver for semiconductor hetero-structures
1D Schroedinger solver in semiconductor with effective mass
1D Schrodinger solver with effective mass on NON-REGULAR GRID
1D Time independent Schroedinger equation solver
1D Schroedinger solver in semiconductor with non-parabolicity
1D Schroedinger solver in semiconductor with non-parabolicity in Zinc-Blende
2D Time independent Schroedinger equation solver
2D time independent Schroedinger equation solver on inhomogeneous grid
3D Time independent Schroedinger equation solver
Schrodinger-Poisson solver in 1D in the conduction band
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