Quantum Harmonic Oscillator
By Voladd
Quantum harmonic oscillator is doubtless certainly one of the few quantum mechanical methods for which an actual, analytic answer is understood. It is very useful as a result of arbitrary potential could be approximated by a harmonic potential in the vicinity of the equilibrium point.
The wave-like behavior of a particle confined to a harmonic nicely is described by the wave capabilities of the quantum harmonic oscillator. These are the options to the corresponding quantum mechanical Schroedinger equation they usually decide the chance to search out the particle in a particular space area.
This app visualizes the eigenstates of the three-dimensional quantum harmonic oscillator by drawing the cross-section surfaces of the sq. of the wave operate in OpenGL, utilizing the Marching Cubes algorithm. The spherical coordinate basis is employed.
Features:
- Select the eigenstate by specifying the quantum numbers okay, l and m, or decide a random one.
- Change the discretization step dimension.
- Choose the whole chance to search out the particle contained in the drawn orbital surface.
- Zoom and rotate the surface together with your fingers.
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