Quantum Harmonic Oscillator - 1D, 2D & 3D Dynamic Simulation

$$ V(\mathbf{r}) = \frac{1}{2} M \omega^2 r^2 $$

Acknowledgements

Many thanks to Prof. Julio César Gutiérrez-Vega for his guidance in this project.

Name		Name	Last commit message	Last commit date
Latest commit History 13 Commits
animations		animations
.gitignore		.gitignore
Hermite Tests.ipynb		Hermite Tests.ipynb
LICENSE		LICENSE
Laguerre Tests.ipynb		Laguerre Tests.ipynb
Legendre Tests.ipynb		Legendre Tests.ipynb
QHO 1D - Case 1.ipynb		QHO 1D - Case 1.ipynb
QHO 1D - Case 2.ipynb		QHO 1D - Case 2.ipynb
QHO 1D - Case 3.ipynb		QHO 1D - Case 3.ipynb
QHO 1D - Case 4.ipynb		QHO 1D - Case 4.ipynb
QHO 2D - Case 1.ipynb		QHO 2D - Case 1.ipynb
QHO 2D - Case 2.1.ipynb		QHO 2D - Case 2.1.ipynb
QHO 2D - Case 2.2.ipynb		QHO 2D - Case 2.2.ipynb
QHO 2D - Case 2.3.ipynb		QHO 2D - Case 2.3.ipynb
QHO 2D - Case 2.4.ipynb		QHO 2D - Case 2.4.ipynb
QHO 3D - Case 3.2.ipynb		QHO 3D - Case 3.2.ipynb
QHO 3D - Case 3.3.ipynb		QHO 3D - Case 3.3.ipynb
README.md		README.md
Untitled.ipynb		Untitled.ipynb
WaveFunction.py		WaveFunction.py
math_tools.py		math_tools.py
qho_eigen.py		qho_eigen.py
test.py		test.py