2017
DOI: 10.1038/s41598-017-07097-9
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A few-emitter solid-state multi-exciton laser

Abstract: We report on non-conventional lasing in a photonic-crystal nanocavity that operates with only four solid-state quantum-dot emitters. In a comparison between microscopic theory and experiment, we demonstrate that irrespective of emitter detuning, lasing with is facilitated by means of emission from dense-lying multi-exciton states. In the spontaneous-emission regime we find signatures for radiative coupling between the quantum dots. The realization of different multi-exciton states at different excitation powe… Show more

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Cited by 11 publications
(16 citation statements)
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“…The value of this effective β-factor β eff implicitly depends on the excitation rates of resonant and BG emitters and can, thereby, be tuned as we discuss in the following section. Note that more intricate many-body effects can already lead to deviations from a constant β-factor of the resonant and BG QDs (b BG and b QD ), a more detailed study of which is beyond the scope of the present work [42,43].…”
Section: Microscopic Laser Model For Resonant Qd and Bg Emittersmentioning
confidence: 97%
See 1 more Smart Citation
“…The value of this effective β-factor β eff implicitly depends on the excitation rates of resonant and BG emitters and can, thereby, be tuned as we discuss in the following section. Note that more intricate many-body effects can already lead to deviations from a constant β-factor of the resonant and BG QDs (b BG and b QD ), a more detailed study of which is beyond the scope of the present work [42,43].…”
Section: Microscopic Laser Model For Resonant Qd and Bg Emittersmentioning
confidence: 97%
“…Small remaining energy differences on the meV scale are efficiently bridged predominantly by Augerassisted scattering of carriers in the QD states with carriers in WL states that are occupied at sufficiently strong excitation at which QD emission saturates. This combination has been demonstrated to form an emission background that is resonant with the mode [26,28,43]. In this context, a better understanding of the influence of individual in-and off-resonant QDs on the lasing behavior is needed and will be crucial for the design and operation of future micro-and nano-lasers.…”
Section: Introductionmentioning
confidence: 99%
“…To do so, all given values of β are evaluated at P = P th . While nonconstant β factors have been investigated in different contexts [21][22][23], this approximate treatment fully serves the purpose in this work. For β approaching unity, the intensity jump goes to zero, reflecting the concept of thresholdless lasing often referred to in the literature [12][13][14].…”
Section: Characterizing the Laser Threshold Beyond The Rate-equatmentioning
confidence: 99%
“…To do so, all given values of β are evaluated at P = P th . While nonconstant β factors have been investigated in different contexts [21][22][23], this approximate treatment fully serves the purpose in this work.…”
Section: Characterizing the Laser Threshold Beyond The Rate-equation ...mentioning
confidence: 99%
“…Figure 2(a) illustrates how the center of the inhomogeneous ensemble is strongly detuned at low temperatures (black). Feeding into the cavity mode is provided by only a few resonant emitters and is likely aided by off-resonant coupling of detuned background emitters through a quasicontinuum of excitonic transitions due to the complex multi-exciton level structure in the QDs [12][13][14]. At room temperature, a strong overlap of the emitter ensemble with the cavity mode is observed (red) and, from the theory, we estimate that ∼240 emitting dipoles efficiently couple to the laser mode.…”
Section: A Sample Characterization and Temperature Tuning Of The Emimentioning
confidence: 89%