2020
DOI: 10.1038/s41377-020-0278-z
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Excitonic complexes and optical gain in two-dimensional molybdenum ditelluride well below the Mott transition

Abstract: †These authors contributed equally to this work. AbstractStrong Coulomb interaction in 2D materials provides unprecedented opportunities for studying many key issues of condensed matter physics, such as co-existence and mutual conversions of excitonic complexes, fundamental optical processes associated with their conversions, and their roles in the celebrated Mott transition. Recent lasing demonstrations in 2D materials raise important questions about the existence and origin of optical gain and possible roles… Show more

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Cited by 38 publications
(63 citation statements)
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“…These 2D flat materials are ideal for plasmonic coupling with controlled separation between the gain and metallic layers, offering singlecrystal quality of 2D metals. Plasmonic coupling and enhanced 2D emission have been demonstrated [171][172][173][174] , as well as optical gain 175,176 and lasing based on such 2D materials [177][178][179] using regular nanophotonic cavities. Integrated SPP laser structures based entirely on 2D materials, including 2D semiconductor, dielectric, and metallic layers, could potentially lead to the smallest possible plasmonic lasers, with many advantages.…”
Section: Ultimate Miniaturizationmentioning
confidence: 99%
“…These 2D flat materials are ideal for plasmonic coupling with controlled separation between the gain and metallic layers, offering singlecrystal quality of 2D metals. Plasmonic coupling and enhanced 2D emission have been demonstrated [171][172][173][174] , as well as optical gain 175,176 and lasing based on such 2D materials [177][178][179] using regular nanophotonic cavities. Integrated SPP laser structures based entirely on 2D materials, including 2D semiconductor, dielectric, and metallic layers, could potentially lead to the smallest possible plasmonic lasers, with many advantages.…”
Section: Ultimate Miniaturizationmentioning
confidence: 99%
“…The Purcell effect is commonly used to enhance the spontaneous emission rate of active gain material (i.e., 2D materials) by the localized modes of nanostructures, [127,128] whose strength can be characterized by the Purcell factor. Specifically, the excitonic dipoles in 2D semiconductors would interact with the optical cavity modes of nanostructures but in the weak-coupling regime.…”
Section: Purcell Effectmentioning
confidence: 99%
“…Following the approximation proposed elsewhere [35], the occupation probability of excitons obeys the equation…”
Section: Appendix A: Calculation Of Excitation Fluencementioning
confidence: 99%
“…Although they are reduced to 6-12 meV at room temperature [26,32,33], exciton recombination is usually considered dominating given their finite density of states, as compared to the case of free carriers where the density of states goes to zero at the bandgap energy. In addition, the ASE peak in MAPI is usually redshifted from the PL band and presents a superlinear dependence with the excitation fluence, which are characteristic of exciton-exciton or exciton-phonon scattering mechanisms [34], proposed to explain the optical gain in ZnO [35] or GaN [36] semiconductors. Indeed, different exciton scattering mechanisms have already been proposed to explain the lasing action in CsPbBr 3 perovskite microcavities [9,18] and nanowires [33].…”
Section: Introductionmentioning
confidence: 99%
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