Second harmonic generation is analyzed from a microscopical point of view using a non-equilibrium Green's function formalism. Through this approach the complete on-state of the laser can be modeled and results are compared to experiment with good agreement. In addition, higher order current response is extracted from the calculations and together with waveguide properties, these currents provide the intensity of the second harmonic in the structure considered. This power is compared to experimental results, also with good agreement. Furthermore, our results, which contain all coherences in the system, allow to check the validity of common simplified expressions. (C) 2014 Optical Society of Americ
The method of nonequilibrium Greens functions allows for a spatial and energetical resolution of the...
Second-order nonlinearity, in optical media acts as a source for harmonics generation. We set up a t...
International audienceClassical models of chirality are extended to calculate the second-order nonli...
A theoretical study is presented, in which the nonlinear response of a bi-ased Quantum Cascade Laser...
This thesis adresses modeling of quantum cascade lasers using non-equilibrium Green’s functions. Foc...
Abstract: Nonlinear interaction of laser modes in quantum cascade lasers with novel integrated reson...
The current State of the Art Nonequilibrium Keldysh Greens functions approaches to the calculation o...
Starting from a phenomenological Hamiltonian, the quantum theory of second harmonic generation is di...
Quantum cascade lasers (QCLs) are unipolar lasers where lasing transition and carrier transport occu...
We study the process of second-harmonic generation when the nonlinear crystal is in an active laser ...
Coherent Harmonic Generation (CHG), and in particular Nonlinear Harmonic Generation (NHG), is of imp...
This paper complements recent results on the Nonequilibrium Green’s Functions simulations of Quantum...
In this paper, a circuit model is devised to analyze nonlinear behaviour of quantum cascade lasers. ...
Nonequilibrium optical gain is computed for quantum cascade lasers. The Greens functions theory cons...
We address the second-harmonic generation process in a quantum frame. Starting with a perturbative a...
The method of nonequilibrium Greens functions allows for a spatial and energetical resolution of the...
Second-order nonlinearity, in optical media acts as a source for harmonics generation. We set up a t...
International audienceClassical models of chirality are extended to calculate the second-order nonli...
A theoretical study is presented, in which the nonlinear response of a bi-ased Quantum Cascade Laser...
This thesis adresses modeling of quantum cascade lasers using non-equilibrium Green’s functions. Foc...
Abstract: Nonlinear interaction of laser modes in quantum cascade lasers with novel integrated reson...
The current State of the Art Nonequilibrium Keldysh Greens functions approaches to the calculation o...
Starting from a phenomenological Hamiltonian, the quantum theory of second harmonic generation is di...
Quantum cascade lasers (QCLs) are unipolar lasers where lasing transition and carrier transport occu...
We study the process of second-harmonic generation when the nonlinear crystal is in an active laser ...
Coherent Harmonic Generation (CHG), and in particular Nonlinear Harmonic Generation (NHG), is of imp...
This paper complements recent results on the Nonequilibrium Green’s Functions simulations of Quantum...
In this paper, a circuit model is devised to analyze nonlinear behaviour of quantum cascade lasers. ...
Nonequilibrium optical gain is computed for quantum cascade lasers. The Greens functions theory cons...
We address the second-harmonic generation process in a quantum frame. Starting with a perturbative a...
The method of nonequilibrium Greens functions allows for a spatial and energetical resolution of the...
Second-order nonlinearity, in optical media acts as a source for harmonics generation. We set up a t...
International audienceClassical models of chirality are extended to calculate the second-order nonli...