Quantum Mechanics: Using the shooting method and python to solve the 1D square well 

this is one of the most amazing video I see on RU-vid. I can easily understand the concept and applicate on my own work.

Be interesting to plot this, and a sine wave, on the same plot. I always like being able to look forward to additional projects you have in store.

im trying for SHO system, but having some trouble. i think the case for SHO potential, unlike in infinite potential well where we know for sure every possible wavefunctions should be 0 at the two fixed edges, in SHO, as the edges themselves are varying, boundary conditions needs to be updated continuously and what would that be?

This is off-topic, but you may find this interesting. This is the title of a y-tube video, so you can check it out if you wish. "The Most Mind-Blowing Aspect of Circular Motion"

Dot is derivate to time not to position.