Abstract

The decay of the excited state of the primary donor ( 1 P ∗ ) of reaction centers (RC) of Rb. sphaeroides R26 has been monitored via its spontaneous emission. Although there is general agreement that (i) a prominent drop of prompt emission within a few picoseconds results from fast charge separation of the majority of RCs and that (ii) a ∼15 ns delayed emission (amplitude ∼5·10 −5) is due to recombination of P +H A − (H A denoting bacteriopheophytin) when electron transport to the secondary quinone acceptor (Q A) is blocked, the nature of (iii) intermediate fluorescence components with time constants ranging from ∼100 ps to several nanoseconds has been unclear. In this paper these components are studied by manipulating the lifetime of P +H A − via the presence or absence of Q A. Reconstitution of Q A to Q A-free RCs leads to a reduction of this lifetime from 15 ns to 100–200 ps, thus eliminating any delayed emission at later times. In such preparations small components from prompt emission extend up to a nanosecond exhibiting dispersive charge-separation kinetics, which we attribute to an energetic dispersion of the primary radical pair P +B A − (B A is a bacteriochlorophyll). The high-energy wing of this energetic distribution is responsible for charge separation slower than 100 ps, which we find in a fraction of ∼0.3% of the RCs at 280 K. Since at low temperatures correspondingly smaller activation barriers are sufficient for such a retardation, this fraction increases to ∼3% at 85 K. In Q A-free RCs with a long P +H A − lifetime prompt emission still dominates at early times. However, its contribution is smaller than 50% of the total emission at about 600 ps at 280 K and 1 ns at 85 K, respectively. The amplitudes of this delayed emission are time dependent and reveal a relaxation of the average free energy between 1 P ∗ and P +H A − changing from Δ G 0≈−0.21 eV at about 70 ps to Δ G 0≈−0.29 eV after 50 ns. This relaxation is attributed to the slow protein response to charge separation (conformational cooling) and can be described by a Kohlrausch relaxation function with a time constant of 4.21 ns and a stretching exponent of 0.456.

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