Computational Approachto Phosphor-Sensitized FluorescenceBased on Monomer Transition Densities

We present here an extension of the monomer transition density approach to spin multiplicity-altering excitation energy transfer (EET) processes. It builds upon complex-valued wave functions of the density functional theory-based multireference spin–orbit coupling configuration interaction method for generating the one-particle transition density matrices of the donor and acceptor molecules, which are then contracted with two-electron Coulomb and exchange integrals of the dimer. Due to the extensive use of symmetry relations between tensor components, the computation of triplet–singlet coupling remains technically feasible. As a proof-of-principle application, we have chosen an EET system, consisting of the phosphorescent platinum complex AG97 as the donor and the fluorescein derivative FITC as the acceptor. Taking experimental conditions into account, we estimate a Förster radius of about 35 Å. For intermolecular donor–acceptor separations close to the Förster radius and beyond, the error introduced by the ideal dipole approximation is rather small.

Publication Details

Journal
Figshare
Published
2025-02-19
DOI
https://doi.org/10.1021/acs.jctc.4c01688.s001
Primary Topic
Mycorrhizal Fungi and Plant Interactions
Type
article
Field-Weighted Citation Impact
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article

Computational Approachto Phosphor-Sensitized FluorescenceBased on Monomer Transition Densities

Figshare
Mycorrhizal Fungi and Plant Interactions
article

Computational Approachto Phosphor-Sensitized FluorescenceBased on Monomer Transition Densities

article en

Abstract

We present here an extension of the monomer transition density approach to spin multiplicity-altering excitation energy transfer (EET) processes. It builds upon complex-valued wave functions of the density functional theory-based multireference spin–orbit coupling configuration interaction method for generating the one-particle transition density matrices of the donor and acceptor molecules, which are then contracted with two-electron Coulomb and exchange integrals of the dimer. Due to the extensive use of symmetry relations between tensor components, the computation of triplet–singlet coupling remains technically feasible. As a proof-of-principle application, we have chosen an EET system, consisting of the phosphorescent platinum complex AG97 as the donor and the fluorescein derivative FITC as the acceptor. Taking experimental conditions into account, we estimate a Förster radius of about 35 Å. For intermolecular donor–acceptor separations close to the Förster radius and beyond, the error introduced by the ideal dipole approximation is rather small.

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Mycorrhizal Fungi and Plant Interactions
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