Quantum Well Energy Eigenstates Calculator
Quantum mechanics & semiconductor lasers: Solve 1D particle-in-a-box energy confinement states ($E_{e,n}, E_{hh,n}$), effective bandgap blue-shift, and emission wavelength ($\lambda$).
Quantum Well Structure & Heterojunction
Active layer thickness
Unconfined bulk gap
Carrier Effective Masses & Barrier Offset
Relative to free electron mass
Valence band heavy hole
Eigenstates & Emission Wavelength
Emission Peak Wavelength λ:
--
-- nm
Transition Energy E_11:
--
-- blue-shift
Ground Electron State E_e1:
--
Conduction subband confinement
Ground Heavy Hole E_hh1:
--
Valence subband confinement
| 2nd Electron Level E_e2: | -- |
| Electron Wavefunction Penetration δ_e: | -- |
| Exciton Binding Energy (est): | -- |
| Total Confined Bound States: | -- |
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