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Kinetic Aspects of Bimolecular Processes

Leaving aside for the moment a detailed treatment of the rate of photoinduced energy-and electron transfer (Sects. 2.3 and 2.5), wc will briefly recall here some fundamental kinetic aspects of bimolecular processes involving excited states. [Pg.23]

For processes requiring diifusion and formation of encounters, we can use the Stem-Volmer model which assumes statistical mixing of A and B. The simplest case is that of a species A that decays via some intramolecular paths and, in fluid solution, can encounter a quencher B. The excited state lifetimes in the absence (tq) and in the presence (t) of the quencher B are given by (2.8) and (2.9), where kg is the bimolecular constant of the quenching process. [Pg.24]

Dividing (2.8) by (2.9), yields the well-known Stern-Volmer Eq. 2.10 [Pg.24]

The key step of the process is, of course, the unimolecular electron-(or energy-) transfer step (ke). Before going into more details (Sect. 2.2.3), it is important to extend our discussion to photoinduced energy and electron transfer processes in supramolecular systems where A does not need to diffuse to encounter B, but is already more or less close to B because A and B are linked together. [Pg.25]


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