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Two-dimensional electronic spectroscopy of the B800–B820 light-harvesting complex
Author(s) -
Donatas Zigmantas,
Elizabeth L. Read,
Tomáš Mančal,
Tobias Brixner,
Alastair T. Gardiner,
Richard J. Cogdell,
Graham R. Fleming
Publication year - 2006
Publication title -
proceedings of the national academy of sciences
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 5.011
H-Index - 771
eISSN - 1091-6490
pISSN - 0027-8424
DOI - 10.1073/pnas.0602961103
Subject(s) - chemical physics , picosecond , population , exciton , spectroscopy , energy flow , light harvesting complex , chemistry , physics , molecular physics , energy (signal processing) , optics , photosynthesis , quantum mechanics , photosystem ii , laser , biochemistry , sociology , demography
Emerging nonlinear optical spectroscopies enable deeper insight into the intricate world of interactions and dynamics of complex molecular systems. 2D electronic spectroscopy appears to be especially well suited for studying multichromophoric complexes such as light-harvesting complexes of photosynthetic organisms as it allows direct observation of couplings between the pigments and charts dynamics of energy flow on a 2D frequency map. Here, we demonstrate that a single 2D experiment combined with self-consistent theoretical modeling can determine spectroscopic parameters dictating excitation energy dynamics in the bacterial B800-B820 light-harvesting complex, which contains 27 bacteriochlorophyll molecules. Ultrafast sub-50-fs dynamics dominated by coherent intraband processes and population transfer dynamics on a picosecond time scale were measured and modeled with one consistent set of parameters. Theoretical 2D spectra were calculated by using a Frenkel exciton model and modified Förster/Redfield theory for the calculation of dynamics. They match the main features of experimental spectra at all population times well, implying that the energy level structure and transition dipole strengths are modeled correctly in addition to the energy transfer dynamics of the system.

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