Python package for calculating the Hermite functions and quantum harmonic oscillator wavefunctions
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Updated
Sep 15, 2020 - Python
Python package for calculating the Hermite functions and quantum harmonic oscillator wavefunctions
Dynamic simulation of diverse wavefunctions in the 1D, 2D and 3D quantum harmonic oscillator potential.
Deux programmes codés en Python pour résoudre l'équation de Schrödinger dépendante/indépendante du temps à deux dimensions.
Résolution du devoir 2021-2022 de PHYS-F302
Implements the Time-Independant Schrödinger Equation numerically to solve for the stationary wavefunctions and energy states of a quantum system.
Here, you will find the code written to generate data for the Wigner distribution of states 0 to 4 as well as for the respective position and momentum distributions for a quantum harmonic oscillator.
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