2015
DOI: 10.1103/physrevb.92.201402
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Theory of intersubband resonance fluorescence

Abstract: The fluorescence spectrum of a strongly pumped two level system is characterized by the Mollow triplet that has been observed in a variety of systems, ranging from atoms to quantum dots and superconducting qubits. We theoretically studied the fluorescence of a strongly pumped intersubband transition in a quantum well. Our results show that the many-electron nature of such a system leads to a modification of the usual Mollow theory. In particular, the intensity of the central peak in the fluorescence spectrum b… Show more

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Cited by 5 publications
(5 citation statements)
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“…For simplicity, we have assumed that the electric field is spatially homogeneous. Assuming that the photon energy is greater than the light-matter interaction characteristic energy ( ω 0 ≫ dE, where d is the interband dipole moment), the corresponding Hamiltonian can be expressed as [15,27,28]…”
Section: Qw Energy Spectrum Under Electromagnetic Dressingmentioning
confidence: 99%
“…For simplicity, we have assumed that the electric field is spatially homogeneous. Assuming that the photon energy is greater than the light-matter interaction characteristic energy ( ω 0 ≫ dE, where d is the interband dipole moment), the corresponding Hamiltonian can be expressed as [15,27,28]…”
Section: Qw Energy Spectrum Under Electromagnetic Dressingmentioning
confidence: 99%
“…Given that there is a single bright mode and (N − 1) dark ones, any phase change will transform a bright mode into a dark one, decreasing j, but the majority of the phase changes will not influence the population of the dark modes. This describes well, for example, intersubband transitions in doped quantum wells, where the line width of the bright mode coupled with the electromagnetic field is determined by its dephasing rate, that transforms it into a dark, uncoupled excitation that eventually relaxes nonradiatively [86,87].…”
Section: Bosonisation In the Dilute Regimementioning
confidence: 99%
“…( 1) we are counting each fermion over the index n; in several solidstate systems, this can be shown to be equivalent to a model for flat bands, as in intersubband transitions with finite real in-plane momentum [7,10,13], in the limit of small photon momentum or strong magnetic confinement. In more general contexts it may be required to include the photonic momentum, which can induce diagonal transitions [35,[75][76][77][78][79]. The annihilation operator a is associated with a cavity mode of frequency ω c .…”
mentioning
confidence: 99%