Effect of double-constrained potential on the ground-state binding energy of magnetopolaron in a quantum well

Abstract

This study aims at investigating the properties of magnetopolarons (MPs) in III–V compound semiconductors: GaP, GaAs and GaSb crystals. The obtained results from numerical calculation revealed that absolute value of ground-state (GS) binding energy [Formula: see text] of the magnetopolaron is affected by magnetic field, type of crystal as well as the parabolic and asymmetric Gaussian potentials, which leads to a series of interesting phenomena. The study of results obtained provides a good theoretical guidance on optoelectronic devices and quantum information. We have theoretically investigated the origins of these strange phenomena, and our findings provide sound theoretical direction for photoelectric technology and quantum information.

Asymmetrical Gaussian Potential Effects on Strongly Coupled Magnetopolaron Properties in Triangular Confinement Potential Quantum Wells

“…The importance of polarons in a variety of systems has been confirmed by several breakthroughs in experimental and theoretical studies. For example, in previous studies, polarons were influenced by parabolic potentials and asymmetric Gaussian potentials [37], or by parabolic potentials and asymmetric semi-exponential potentials [38], which led to a series of interesting phenomena. In order to further explore polaron-related problems, this paper discussed strongly coupled magnetopolaron properties in TCPQWs based on unitary transformation, the linear-combination operator method, and the quantum statistical theory.…”

Nonlinear Optical Second Harmonic Generation Characteristics in Cylindrical GaAs/Ga1–ηAlηAs Quantum Dots

“…Specifically, confinement potential is a crucial factor contributing to the unique characteristics exhibited by confined quantum structures. [11][12][13][14][15] In quantum mechanics, the constraint potential acts on particles and limits their range of motion. In particular, the constraint potential in confined quantum structures can be achieved through artificially designed material structures or external fields.…”

“…Specifically, confinement potential is a crucial factor contributing to the unique characteristics exhibited by confined quantum structures. [ 11–15 ]…”