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- W2123403478 abstract "The aim of this paper was to establish a distribution function for the number of vibrational excitons in a given state N(r,k) for describing the energy-transfer process along α-helical proteins under normal physiological conditions. In the background lies Davydov's model, where the most important role is placed by the amide-I bond (CO). In this protein, the peptide group molecules are localized along three chains, which are relatively tightly linked by hydrogen bonds. Their vibrations are weakly connected with other normal vibrations. The Hamiltonian of such a chain is expressed in terms of the second quantization in the approximation when only one molecule is excited by the energy of hydrolysis of ATP and transfers its energy to the neighboring molecules. The further development of the model is made using Boltzman's equation in the stationary case at high temperatures T/ω ≫ 1. We determined the temperature dependence of the energy flux. The best result was that the process of energy transfer is determined, principally, by the vibrational exciton–phonon interaction. © 1992 John Wiley & Sons, Inc." @default.
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- W2123403478 date "1992-03-14" @default.
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- W2123403478 title "Energy transfer along ?-helical proteins" @default.
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- W2123403478 doi "https://doi.org/10.1002/qua.560440716" @default.
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