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Jortner

Quack M 1982 The role of intramolecular coupling and relaxation in IR-photochemistry Intramolecular Dynamics, Proc. 15th Jerusalem Symp. on Quantum Chemistry and Biochemistry (Jerusalem, Israel, 29 March-1 April 1982) ed J Jortner and B Pullman (Dordrecht Reidel) pp 371-90... [Pg.1089]

Quack M 1991 Mode selective vibrational redistribution and unimolecular reactions during and after IR-laser excitation Mode Selective Chemistry ed J Jortner, R D Levine and B Pullman (Dordrecht Kluwer) pp 47-65... [Pg.1090]

Bixon M and Jortner J (eds) 1999 Eiectron transfer-from isoiated moiecuies to biomoiecuies, parts 1 and 2 Adv. Chem. Phys. 106 (parts A and B)... [Pg.2994]

Jortner J, Bixon M, LangenbacherT and Michei-Beyerie M E 1998 Charge transfer and transport in DNA Proc. Natl Acad. Sc/., USA 95 12 759-65... [Pg.2994]

Ratner M and Jortner J 1997 Molecular Electronics (Maiden, MA Biackweii)... [Pg.2994]

Newton M D 1999 Electron transfer from isolated molecules to biomolecules Advanced Chemicai Physics vol 106, ed J Jortner and M Bixon (New York Wiley) pp 303-75... [Pg.2995]

Weitz E and Flynn G W 1981 Vibrational energy flow in the ground eleotronio states of polyatomio moleoules Advances in Chemical Physics Vol. XLVIl, Photoselective Chemistry part 2, ed J Jortner, R D Levine and S A Rise, pp 185-235... [Pg.3016]

Nitzan A and Jortner J 1973 Vibrational relaxation of a moleoule in a dense medium Mol. Phys. 25 713-34... [Pg.3050]

Nitzan A, Mukamei S and Jortner J 1975 Energy gap iaw for vibrationai reiaxation of a moieouie in a dense medium J. Chem. Phys. 63 200-7... [Pg.3052]

Berne B J, Jortner J and Gordon R 1967 Vibrationai reiaxation of diatomio moieouies in gases and iiquids J. Chem. Phys. 47 1600-8... [Pg.3052]

Because of the dense spectrum of the highest vibrational sublevels and their rapid vibrational relaxation in the A2 state, this radiationless transition (RLT) is irreversible and thus it may be characterized by a rate constant k. The irreversibility condition formulated by Bixon and Jortner [1968] reads... [Pg.27]

M. Schlenkrich, P. Bopp, A. Skerra, J. Brickmann. In A. Pullman, J. Jortner, B, Pullman, eds. Through Membranes Carriers and Channels and Pumps, Dordrecht Kluwer Academic Publishers, 1988, pp. 219-235. [Pg.384]

J- Jortner, N.R. Kestner, (Eds,), Electrons in Fluids, Springer-Verlag Berlin, 1973. [Pg.453]

The present formula Eq. (126) is tested in comparison with the Bixon-Jortner perturbation theory in the weak electronic coupling regime [109]. The Arrhenius plot is shown in Fig. 23, where the electronic coupling Had is taken... [Pg.146]

Figure 23. Arrhenius plot of the electron transfer rate. The electronic coupling strength is TIad = 0.0001 a.u. Solid line-Bixon-Jortner perturbation theory Ref. [109]. FuU-circle present results of Eq. (26 ). Dashed line-results of Marcus s high temperature theory [Eq.(129)]. Taken from Ref. [28]. Figure 23. Arrhenius plot of the electron transfer rate. The electronic coupling strength is TIad = 0.0001 a.u. Solid line-Bixon-Jortner perturbation theory Ref. [109]. FuU-circle present results of Eq. (26 ). Dashed line-results of Marcus s high temperature theory [Eq.(129)]. Taken from Ref. [28].
Figure 25. Electron-transfer rate the electronic coupling strength at T = 500 K for the asymmetric reaction (AG = —3ffl2, oh = 749 cm ). Solid line-present full dimensional results with use of the ZN formulas. Dotted line-full dimensional results obtained from the Bixon-Jortner formula. Filled dotts-effective ID results of the quantum mechanical flux-flux correlation function. Dashed line-effective ID results with use of the ZN formulas. Taken from Ref. [28]. Figure 25. Electron-transfer rate the electronic coupling strength at T = 500 K for the asymmetric reaction (AG = —3ffl2, oh = 749 cm ). Solid line-present full dimensional results with use of the ZN formulas. Dotted line-full dimensional results obtained from the Bixon-Jortner formula. Filled dotts-effective ID results of the quantum mechanical flux-flux correlation function. Dashed line-effective ID results with use of the ZN formulas. Taken from Ref. [28].
J. Jortner and B. Pullman, Tunneling, Reidel, Dordrecht, Holland, 1986. [Pg.209]

Buhks E, Bixon M, Jortner J, Navon G (1979) Inorg Chem 18 2014... [Pg.151]

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Bixon-Jortner approach

Bixon-Jortner coupling

Bixon-Jortner model

Dynamics Bixon-Jortner

Edited by R. Stephen Berry and Joshua Jortner. Series editor Stuart A. Rice

Marcus Jortner theory

Radiationless Transitions in Photochemistry (Jortner and Rice)

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