Wave Functions and Energies of Magnetopolarons in Semiconductor Quantum Wells
I. G. Lang, L. I. Korovin, S. T. Pavlov
TL;DR
This paper classifies magnetopolarons in semiconductor quantum wells, deriving their wave functions and energies using a diagonalization approach to the Schrödinger equation, highlighting their formation due to the Johnson-Larsen effect.
Contribution
It introduces a classification scheme for magnetopolarons in quantum wells and provides a method to calculate their wave functions and energies.
Findings
Wave functions of magnetopolarons are obtained.
Magnetopolarons are shown to arise from the Johnson-Larsen effect.
A diagonalization method is used for calculations.
Abstract
The classification of magnetopolarons in semiconductor quantum wells (QW) is represented. Magnetopolarons appear due to the Johnson - Larsen effect. The wave functions of usual and combined magnetopolarons are obtained by the diodanalization of the Schrodinger equation.
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