Numerical simulation of a three dimensional quantum dot

Voß, Heinrich

doi:10.1002/pamm.200510366

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The Non-parabolicity Of the Conduction Band The Kane Formula1

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2012

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“…Taking into account the relation (2) the Schrödinger equation (1) The Schrödinger equation (1) with the energy dependence of effective mass can be solved by the iteration procedure (Li et al, 2002;Voss, 2005;Filikhin et al, 2004Filikhin et al, , 2005.…”

Section: The Non-parabolicity Of the Conduction Band The Kane Formulamentioning

confidence: 99%

Quantum Mechanics of Semiconductor Quantum Dots and Rings

Filikhin¹,

Matinyan²,

Vlahović³

2012

Fingerprints in the Optical and Transport Properties of Quantum Dots

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We consider the several phenomena which are taking place in Quantum Dots (QD) and Quantum Rings (QR): The connection of the Quantum Chaos (QC) with the reflection symmetry of the QD, Disappearance of the QC in the tunnel coupled chaotic QD, electron localization and transition between Double Concentric QR in the transverse magnetic field ,transition of electron from QR to the QD located in the center of QR. Basis of this consideration is the effective Schrödinger equation for the corresponding systems.Normalized electron confinement energy of QRs of various materials in the parabolic (dashed line) and nonparabolic (solid lines) approximation.

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Section: The Non-parabolicity Of the Conduction Band The Kane Formulamentioning

confidence: 99%