Title
Elektronska svojstva perovskitnih nanokristala
Creator
Jocić, Milan, 1992-
CONOR:
130157321
Copyright date
2025
Object Links
Language
Serbian
Cobiss-ID
Theses Type
Doktorska disertacija
description
Datum odbrane: 30.09.2025.
Other responsibilities
Academic Expertise
Prirodno-matematičke nauke
Academic Title
-
University
Univerzitet u Nišu
Faculty
Prirodno-matematički fakultet
Group
Odsek za fiziku
Alternative title
Electronic properties of perovskite nanocrystals
Publisher
[M. M. Jocić]
Format
214 стр.
description
Biografija i bibliografija autora: str. [215].
Bibliografija: str. 203-214.
description
Electronic properties of nanostructures
Abstract (en)
Halide perovskite materials have been investigated in detail
experimentally over the years due to their exceptional optoelectronic
properties. However, many questions remained open which call for
appropriate theoretical research. Theoretical investigations were
mainly focused on crystalline perovskite materials and were based on
the application of ab initio methods for calculation of electronic
structure of materials. These methods cannot be applied in practice to
nanocrystals which contain a large number of atoms and hence the
calculation cannot be performed in reasonable timeframe. The
methods that enable investigation of electronic states in perovskite
nanocrystals are developed in this thesis.
The first subject of this work is the development of method that uses
the result of ab initio calculation of crystalline material in bulk phase
to construct the symmetry-adapted Hamiltonian. The parameters from
such Hamiltonian can be used to construct a Hamiltonian in the
envelope function representation, which can be applied to
nanocrystals. Second, the electronic structure of halide perovskite
materials is investigated in detail, taking into account all relevant
effects. This includes the electron exchange and correlation effects, as
well as temperature effects that stem from electron-phonon
interaction. The exchange and correlation is included using hybrid
PBE0 functional modified to meet the Koopmans' condition within
DFT framework. The temperature effects are obtained using modified
Allen-Heine-Cardona method: transition matrix elements due to
phononic perturbation are obtained using density functional
perturbation theory, phonon frequencies are obtained from selfconsistent
phonon method that takes anhаrmonic effects into account,
while broadening and renormalization of the bands is treated
simultaneously using self-consistent procedure based on Migdal
approximation. Finally, the temperature dependent electronic states in
perovskite nanocrystals are computed for quantum wells, wires and
dots of various sizes.
Authors Key words
elektronska svojstva, elektronska struktura, halidni
perovskiti, nanokristali, ab initio, teorija funkcionala
gustine (DFT), k·p metod, elektron-fonon interakcija,
simetrijska adaptacija, grupe simetrija, kvantna jama, kvantna
žica, kvantna tačka.
Authors Key words
electronic properties, electronic structure, halide perovskites,
nanocrystals, ab initio, density functional theory (DFT), k·p method,
electron-phonon interaction, symmetry adaptation, symmetry groups,
quantum well, quantum wire, quantum dot.
Classification
621.38:621.383.51(043.3)
Subject
P 260; P 265
Type
Tekst
Abstract (en)
Halide perovskite materials have been investigated in detail
experimentally over the years due to their exceptional optoelectronic
properties. However, many questions remained open which call for
appropriate theoretical research. Theoretical investigations were
mainly focused on crystalline perovskite materials and were based on
the application of ab initio methods for calculation of electronic
structure of materials. These methods cannot be applied in practice to
nanocrystals which contain a large number of atoms and hence the
calculation cannot be performed in reasonable timeframe. The
methods that enable investigation of electronic states in perovskite
nanocrystals are developed in this thesis.
The first subject of this work is the development of method that uses
the result of ab initio calculation of crystalline material in bulk phase
to construct the symmetry-adapted Hamiltonian. The parameters from
such Hamiltonian can be used to construct a Hamiltonian in the
envelope function representation, which can be applied to
nanocrystals. Second, the electronic structure of halide perovskite
materials is investigated in detail, taking into account all relevant
effects. This includes the electron exchange and correlation effects, as
well as temperature effects that stem from electron-phonon
interaction. The exchange and correlation is included using hybrid
PBE0 functional modified to meet the Koopmans' condition within
DFT framework. The temperature effects are obtained using modified
Allen-Heine-Cardona method: transition matrix elements due to
phononic perturbation are obtained using density functional
perturbation theory, phonon frequencies are obtained from selfconsistent
phonon method that takes anhаrmonic effects into account,
while broadening and renormalization of the bands is treated
simultaneously using self-consistent procedure based on Migdal
approximation. Finally, the temperature dependent electronic states in
perovskite nanocrystals are computed for quantum wells, wires and
dots of various sizes.
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