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Excitonic interactions and Stark fluorescence spectra

AIP Publishing
The Journal of Chemical Physics
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Abstract

We develop the theory for the Stark fluorescence (SF) of molecular aggregates by taking into account the mixing of the excited states [including the states with charge-transfer (CT) characters]. We use the sum-over-state approach and modified rotating wave approximation to describe interactions of the static and optical fields with the permanent and transition dipoles of the excited states. The SF spectral profiles are calculated using the standard and modified Redfield theories for the emission lineshapes. The resulting expression allows an interpretation of the SF response based on the calculation of only one-exciton states (i.e., the calculation of two-exciton states is not needed). The shape and amplitude of the SF spectrum can exhibit dramatic changes in the presence of the CT states, especially when the CT state is mixed with the red-most emitting exciton levels. In this case, the SF responses are much more sensitive to the exciton-CT mixing as compared with the usual Stark absorption. The limitation of the proposed theory is related to the simplified nature of the Redfield picture, which neglects the dynamic localization within the mixed exciton-CT configuration.

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... There is a debate concerning the applicability of the standard Liptay formalism as a mathematical tool for simulating the Stark spectra of systems with appreciably large static dipole moments in their excited states, such as different pigment-protein complexes of photosynthetic organisms (Novoderezhkin et al. 2007;Gottfried et al. 1991;Somsen et al. 1998;Moore et al. 1999;Braver et al. 2021). However, as far as the analysis of Stark data is concerned, no other effective substitutes for the Liptay formalism have been developed so far that can be used independently to analyze the data and yield detailed information about the associated electrostatic parameters (which is the ultimate goal in analyzing Stark data), although some recent theoretical investigations attempted to do so (Braver et al. 2021;Novoderezhkin 2023). Thus, regardless of the size of their excited state static dipole moments, the conventional Liptay formalism serves as the fundamental To gain some qualitative inference about the emission contribution of PSII subunit, we carried out a systematic analysis of the observed F IsiAMem (see Fig. 2). ...
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IntroductionReduced-Density-Matrix TheoryNumerical Solution of the Redfield EquationApplications of the Stochastic ModelCanonical Transformations: Reducing the Strength of the System-Bath CouplingConclusions
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Stark spectroscopy of photosynthetic systems
  • Amesz
Dipole moments and polarizabilities of molecules in excited electronic states
  • Lim