Quantum Parameters
Animation Speed
0.05
Coherent State (Ξ±)
1.0
Max Energy Level (n)
Preset Quantum States
State Amplitudes
Click and drag on the phasor clocks below to adjust amplitude and
phase of each eigenstate!
Visualization Mode
Ο(x,t) = Ξ£ cβΟβ(x)e-iEβt/β
Wave Function
Eβ = βΟ(n + Β½)
Energy Quantization
How to Use
1
Use the Speed slider to control animation rate
2
Click phasor clocks at bottom to set amplitude/phase
3
Try preset states to see different quantum behaviors
4
Switch between Real/Imag and Density/Phase
views
5
Observe how coherent states behave like classical
oscillators!
Live Quantum Data
| State (n) | Amplitude | |cβ|Β² |
|---|
Total Probability
1.000
Expected Energy β¨Eβ©
0.500 βΟ
Key Concepts
Quantum Superposition: The wave function can be a combination of multiple energy eigenstates.
Energy Quantization: Energy levels are discrete: Eβ = Β½βΟ, Eβ = 3/2βΟ, etc.
Coherent States: Special quantum states that most closely resemble classical oscillation.