Physical Review Materials · 2024 · 11 citations · 50 references
Natural SciencesMaterials SciencePhysicsCondensed Matter PhysicsElectronic MaterialsMaterials PhysicsLuminescent MaterialsOptical Properties Of SemiconductorsOptical Properties Of SolidsOptical Thin FilmsThin-film MaterialsTwo-dimensional SemiconductorsAtomically Thin SemiconductorsElectronic Structure AnalysisIndirect Band GapOptical Band GapPhotoluminescence SpectroscopyPhotonic Band StructureTransition Metal DichalcogenidesWork Function
InSe is a promising material for next-generation two-dimensional electronic and optical devices, the characteristics of which are largely determined by the type of band structure, direct or indirect. In general, atomic force microscopy and optical methods can be sensitive to peculiarities of the electronic structure, leading to different results. In this work we will focus on the luminescent properties of few-layer $\ensuremath{\beta}$-InSe with a thickness of 6--75 monolayers (MLs). Low-temperature micro-photoluminescence ($\ensuremath{\mu}$-PL) studies show a sharp increase in PL intensity in the range of thicknesses from 16 to 20 monolayers, where, in addition, there is a singularity in the dependence of the work function on the thickness. Time-resolved photoluminescence spectroscopy reveals three characteristic PL decay times that differ from each other by about an order of magnitude. We associate the processes underlying the two faster decays with the recombination of electrons and holes between the band extrema, either directly or through the interband relaxation of holes. Their contributions to the total PL intensity increase significantly in the same thickness range, 16--20 MLs. On the contrary, the slowest contribution, which we attribute mainly to the defect-assisted recombination, prevails at a smaller number of monolayers and then noticeably decreases. These results indicate the indirect-to-direct band-gap transition near 16--20 MLs, which determines the range of applicability of few-layer $\ensuremath{\beta}$-InSe for efficient light emitters.
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