wave-packet

Quantum simulation framework in Python: time-dependent Schrödinger and Gross–Pitaevskii equations in 1D/2D/3D with split-step Fourier (orders 2 and 4), rotating frames and vortex lattices, eigensolvers, optional CUDA GPU acceleration, and animated 3D rendering, all validated against analytic results.

MATLAB simulator for time evolution of quantum wave packets using the Split-Step Fourier Method

Educational MATLAB simulations of quantum wave-packet dynamics: numerical Schrodinger evolution, potential barriers and visualizations motivated by pilot-wave theory.

Interactive particle-in-a-box simulator in 1D, 2D and 3D, with sliders and a rotatable 3D plot of the wave function.

Python package for on-the-fly semiclassical (Herman–Kluk / SC-IVR) wavepacket dynamics and vibrational spectra in curvilinear coordinates

Finite-difference and Crank-Nicolson solutions of the 1D time-dependent Schrodinger equation

Time-dependent quantum dynamics of H₂ on metal surfaces in six dimensions (Z, r, x, y, θ, φ): split-operator + FFT/DVR grids, S-matrix and state-to-state reaction/scattering probabilities. Modern C++20 port of SPO-DVR, CPU (OpenMP) and GPU (CUDA).

Real-time 2D Schrodinger equation sandbox in the browser, solved with a split-step Fourier method in WebGPU compute shaders

Numerical simulation of a quantum wave packet under a gravitational potential using Python.

1D time-dependent Schrödinger solver in Java with an interactive browser frontend