Wave Function Calculator
Calculate quantum wave function properties including probability density, momentum, energy, and phase/group velocities.
Inputs
m
m
s
Results
Probability Density |Ο|Β²
1
Real Part
1
Imaginary Part
0
Momentum0 kgΒ·m/s
Energy0 J
Phase Velocity3,637,198 m/s
How to Use This Calculator
- Enter Amplitude of the wave function β higher amplitude increases probability density at that location.
- Enter Wavelength (m) β the de Broglie wavelength; smaller wavelength means higher momentum.
- Enter Position (m) β the spatial point where you want to evaluate the wave function.
- Enter Time (s) to see how the wavefunction evolves; at t = 0 you get the initial state.
- Read Probability Density |Ο|Β² β the measurable probability of finding the particle at that position, plus Momentum and Energy from the de Broglie relations.
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Formula
Ο(x,t) = A Γ e^(i(kx - Οt))Related Calculators
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