Toward Collective Chemistry under Strong Light-Matter\nCoupling

Collective strong light-matter coupling\nprovides a versatile means\nto manipulate physicochemical properties of molecules and materials.\nUnderstanding collective polaritonic dynamics is hindered by the macroscopic\nnumber of molecules interacting collectively with photonic modes.\nWe develop a many-body theory to investigate the spectroscopy and\ndynamics of a molecular ensemble embedded in an optical cavity in\nthe collective strong coupling regime. This theory is constructed\nby a pseudoparticle representation of the molecular Hamiltonian, which\nmaps the polaritonic Hamiltonian into a coupled fermion-boson model\nunder particle number constraints. The mapped model is then analyzed\nusing the nonequilibrium Green’s function theory with the self-energy\ndiagrams identified through a large <i>N</i> expansion.\nWe demonstrate that in the thermodynamic limit, the necessary condition\nto have any collective effects is to have a macroscopic cavity field.\nNumerical illustrations are shown for the driven Tavis–Cummings\nmodel, which shows an excellent agreement with exact results.

Publication Details

Journal
Figshare
Published
2024-12-26
DOI
https://doi.org/10.1021/acs.jpclett.4c02896.s001
Primary Topic
Strong Light-Matter Interactions
Type
article
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Toward Collective Chemistry under Strong Light-Matter\nCoupling

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Strong Light-Matter Interactions
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Toward Collective Chemistry under Strong Light-Matter\nCoupling

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Abstract

Collective strong light-matter coupling\nprovides a versatile means\nto manipulate physicochemical properties of molecules and materials.\nUnderstanding collective polaritonic dynamics is hindered by the macroscopic\nnumber of molecules interacting collectively with photonic modes.\nWe develop a many-body theory to investigate the spectroscopy and\ndynamics of a molecular ensemble embedded in an optical cavity in\nthe collective strong coupling regime. This theory is constructed\nby a pseudoparticle representation of the molecular Hamiltonian, which\nmaps the polaritonic Hamiltonian into a coupled fermion-boson model\nunder particle number constraints. The mapped model is then analyzed\nusing the nonequilibrium Green’s function theory with the self-energy\ndiagrams identified through a large <i>N</i> expansion.\nWe demonstrate that in the thermodynamic limit, the necessary condition\nto have any collective effects is to have a macroscopic cavity field.\nNumerical illustrations are shown for the driven Tavis–Cummings\nmodel, which shows an excellent agreement with exact results.

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Strong Light-Matter Interactions
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