The coding portion of my bachelor's thesis. Simulates quantum mechanical harmonic oscillators and networks consisting of them.
This code is able to simulate a network consisting of a given number of quantum harmonic oscillators. Can also be used to simulate only one oscillator. When only one oscillator is simulated, Wigner functions time evolution can be animated. Plots excitations and squeezing parameters as a contour plot for networks consisting of N oscillators. For small numbers of N, individual time evolutions of expectation values and variances can be plotted for each oscillator.
- Added new module colormap.py for custom colormaps for contourplots.
- Added docstrings to every function
- Bugfixes