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Quantum Electrodynamics with Quantum
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Preface to the revised
Contents
List of Figures
Introduction
Quantum Electrodynamics (QED)
Cavity QED (cQED)
Microcavity QED (mcQED)
Summary of contents
Theoretical Background
The harmonic oscillator: bosonic states
The two level system: fermionic states
Coherent coupling
Incoherent processes: master equation and Lindblad terms
First order coherence function and the power spectrum
Basic examples
The manifold approach
The Quantum Regression Formula
Second order correlation function and the noise spectrum
One quantum dot in a microcavity: the linear model
Introduction
Mean values
First order correlation function and power spectrum
Spontaneous Emission
Steady State under continuous incoherent pumping
Discussion
Strong and Weak Coupling at resonance
Spontaneous Emission
Steady State under continuous incoherent pumping
Discussion
Fitting of the experimental data
Second order correlation function
Possible extensions of this work
Conclusions
Two coupled quantum dots
Introduction
First order correlation function and power spectrum
Mean values
Spectrum at resonance in the Steady State
Strong and Weak coupling at resonance
Vanishing pump (and SE) case in the manifold picture
The effect of the pump and the SC/WC phase space
Some examples
Optimally symmetrical cases:
Detrimentally symmetrical cases:
Second order correlation function
Possible extensions of this work
Conclusions
One quantum dot in a microcavity: nonlinear models
Introduction
The anharmonic oscillator
First order correlation function and power spectrum
Second order correlation function
Linear model with excitonic interactions
Spectrum with the manifold method
Spectrum with the quantum regression formula
The Jaynes-Cummings model
First order correlation function and power spectrum
Vanishing pump case in the manifold picture
Population and Statistics
Weights and Renormalization
Spectrum at Resonance
Spectrum with detuning
Future work
Conclusions
Two quantum dots in a microcavity
Introduction
Two quantum dots in a microcavity
Entanglement
Application in a three QD transport experiment
One-photon lasing
Two-photon lasing
One quantum dot in a cavity with a biexcitonic state
Effective Hamiltonian close to the two-photon resonance
Two-photon lasing
Spectrum with detuning
Future work
Conclusions
Conclusions
Bibliography
Elena del Valle
©2009-2010-2011-2012.