Figure 1: Schematic of the exciton distribution dynamics. (a) at\(t=0\), excitons are in a highly non-equilibrium state after a pulse
excitation. (b) at \(t=\tau_{\text{th}}\), the excitons reach
thermalisation of themselves at\(T_{\text{exciton}}>T_{\text{lattice}}\) . (c) at\(=\tau_{ex-ph}\) , the exciton temperature cools down and achieves a
thermal equilibrium with lattice. \(g(E)\) and \(f(E)\) represent the
density of states and Boltzmann distribution respectively. Q is the
center of mass momentum of excitons. The line-thickness of the exciton
dispersion (in red) represents the effective occupation. (d) Zoom-in of
the dashed area in (b) sketches acoustic phonon assisted exciton
photoluminescence.
In this letter, we elaborate the contribution of hot excitons to optical
properties of monolayer MoSe2. With the
intensity-dependent, temperature-dependent PL and PLE experiments
combined with the simulations, we experimentally distinguish the
influences of the exciton temperature and the lattice temperature in the
PL spectrum. It is concluded that the acoustic phonon assisted
photoluminescence accounts for the non-Lorentzian high-energy tail in
the PL spectrum and the hot exciton effect is significant to optical
properties of TMDs. Besides, the contrasting linewidth broadening
behaviors owing to exciton temperature increase or lattice temperature
increase are discussed. It is experimentally demonstrated that the
effective exciton temperature can be tuned by excitation energy.
Results: