1990
DOI: 10.1016/0301-0104(90)80086-d
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Magnetic field effects in radical pair recombination. II. Spin exchange relaxation and CIDN(E)P in bulk recombination

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Cited by 28 publications
(13 citation statements)
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“…In a nonconjugated nitroxide biradical, a magnitude of J RR mainly depends on direct overlap between orbitals of unpaired electrons and/or on spin polarization via σ bonds where r is the inter-radical distance and J 0 is the magnitude of the exchange interaction at distance d of the closest approach with a characteristic length factor α -1 . Although several kinds of parameter sets are reported in the literatures, J ( r ) is always calculated to be less than 1 MHz for r = 10.6 Å such that J ( r ) = 0.19 MHz for r = 10.6 Å, J 0 = 10 13 s -1 , α = 2.5 Å -1 , and d = 3.5 Å .…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…In a nonconjugated nitroxide biradical, a magnitude of J RR mainly depends on direct overlap between orbitals of unpaired electrons and/or on spin polarization via σ bonds where r is the inter-radical distance and J 0 is the magnitude of the exchange interaction at distance d of the closest approach with a characteristic length factor α -1 . Although several kinds of parameter sets are reported in the literatures, J ( r ) is always calculated to be less than 1 MHz for r = 10.6 Å such that J ( r ) = 0.19 MHz for r = 10.6 Å, J 0 = 10 13 s -1 , α = 2.5 Å -1 , and d = 3.5 Å .…”
Section: Discussionmentioning
confidence: 99%
“…J RR due to the direct overlap is approximated by an exponential function J ( r ) = J 0 e -α( r - d ) , where r is the inter-radical distance and J 0 is the magnitude of the exchange interaction at distance d of the closest approach with a characteristic length factor α -1 . Although several kinds of parameter sets are reported in the literatures, J ( r ) is always calculated to be less than 1 MHz for r = 10.6 Å such that J ( r ) = 0.19 MHz for r = 10.6 Å, J 0 = 10 13 s -1 , α = 2.5 Å -1 , and d = 3.5 Å . As for a contribution via spin polarization of the σ bonds, J RR is approximated roughly by the equation J RR = (−1) n 3 × 10 6- n MHz, where n is a number of the σ bonds.…”
Section: Discussionmentioning
confidence: 99%
“…In eq the quenching process is quite adequately described by proper inner boundary condition ,, false[ ( r q λ̂ q ) r boldn boldn false] | r = r normalq = 0 , goodbreak0em1em⁣ where nobreak0em0.25em⁡ λ̂ normalq = r normalq normalD Here λ̂ q is the matrix of quenching radii in D -states of the TR -pair (see eq ).…”
Section: Methods and Approximationsmentioning
confidence: 99%
“…Particularly, electron exchange interaction between the transient paramagnetic species is one of the important intermolecular interactions for the photoreaction dynamics. The exchange interaction in radical pairs has been widely studied by TR-ESR spectroscopy, ,, and information about the exchange interaction has been obtained from the electron spin polarization generated by the RPM 25,26,35-37,39 and from TR-ESR spectra of spin-correlated radical pairs (SCRP). , Quite recently, a TR-ESR spectrum of SCRP of biradicals was analyzed based on a relaxation mechanism including the J modulation caused by conformational motion in a radical pair . Contrary to the radical pair system, there is little information about the electron exchange interaction in the system of the radical and excited triplet molecule, which is an important interaction for the photochemical dynamics in the more complex paramagnetic systems.…”
Section: Introductionmentioning
confidence: 99%