Abstract

We develop a quantum master equation (QME) approach to investigate the electroluminesence (EL) of molecules confined between metallic electrodes and coupled to quantum plasmonic modes. Within our general state-based framework, we describe electronic tunneling, vibrational damping, environmental dephasing, and the quantum coherent dynamics of coupled quantum electromagnetic field modes. As an example, we calculate the STM-induced spontaneous emission of a tetraphenylporphyrin (TPP) molecule coupled to a nanocavity plasmon. In the weak molecular exciton-plasmon coupling regime we find excellent agreement with experiments, including above-threshold hot luminescence, an effect not described by previous semiclassical calculations. In the strong coupling regime, we analyze the spectral features indicative of the formation of plexcitonic states.

Highlights

  • We develop a quantum master equation (QME) approach to investigate the electroluminesence (EL) of molecules confined between metallic electrodes and coupled to quantum plasmonic modes

  • As a first test of our theory, we investigate the scanning tunneling microscope induced luminescence (STML) of a tetraphenylporphyrin (TPP) molecule coupled to a single quantum plasmon mode

  • 2π i,j (ω − ωji)2 + τj2i where γraj→d i is the radiative decay rate between states j and i, ρss is the steady-state solution of Eq (7), and τji is the full width at half maximum (FWHM) of the EL

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Summary

Signatures of Plexcitonic States in Molecular Electroluminescence

We develop a quantum master equation (QME) approach to investigate the electroluminesence (EL) of molecules confined between metallic electrodes and coupled to quantum plasmonic modes. Dong et al observed molecular hot-luminescence (HL) from excited vibrational modes in tetraphenylporphyrin (TPP) molecules weakly coupled to metallic electrodes[18]. Their data are a direct observation of the strong dependence of the EL on the resonant frequency of the localized nanocavity plasmons. We develop a state-based quantum master equation (QME) approach to investigate the EL of molecules in both the weak and strong plexcitonic coupling regimes. Similar methods have been used to investigate plasmon-enhanced EL and transport-induced EL in STML systems before[24,25,41,42], we extend these works to describe the quantum optical regime including a full quantum many-body description of the molecule, plasmon modes, electrodes and their couplings. We simulate the EL of a TPP molecule coupled to a single quantum plasmon mode for several voltages, plexcitonic coupling strengths, and detunings

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