Asymmetric recombination and electron spin relaxation in the semiclassical theory of radical pair reactions
Alan M. Lewis, David E. Manolopoulos, P. J. Hore

TL;DR
This paper extends the semiclassical theory of radical pair reactions to account for asymmetric recombination rates, enabling better modeling of spin dynamics in complex radical systems relevant to chemical magnetoreception.
Contribution
The authors generalize the semiclassical theory to include different singlet and triplet recombination rates and validate it against quantum results for complex radical pairs.
Findings
The extended theory accurately reproduces quantum results for a 12-nuclear-spin radical pair.
It explains the biphasic magnetic field effects observed in carotenoid-porphyrin-fullerene systems.
Asymmetric recombination influences the electron spin relaxation and radical pair survival probabilities.
Abstract
We describe how the semiclassical theory of radical pair recombination reactions recently introduced by two of us [D. E. Manolopoulos and P. J. Hore, J. Chem. Phys. 139, 124106 (2013)] can be generalised to allow for different singlet and triplet recombination rates. This is a non-trivial generalisation because when the recombination rates are different the recombination process is dynamically coupled to the coherent electron spin dynamics of the radical pair. Furthermore, because the recombination operator is a two-electron operator, it is no longer sufficient simply to consider the two electrons as classical vectors: one has to consider the complete set of 16 two-electron spin operators as independent classical variables. The resulting semiclassical theory is first validated by comparison with exact quantum mechanical results for a model radical pair containing 12 nuclear spins. It is…
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