2022
DOI: 10.1021/acs.jpcb.2c05258
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Theory of Protein Charge Transfer: Electron Transfer between Tryptophan Residue and Active Site of Azurin

Abstract: One reaction step in the conductivity relay of azurin, electron transfer between the Cu-based active site and the tryptophan residue, is studied theoretically and by classical molecular dynamics simulations. Oxidation of tryptophan results in electrowetting of this residue. This structural change makes the free energy surfaces of electron transfer nonparabolic as described by the Qmodel of electron transfer. We analyze the medium dynamical effect on protein electron transfer produced by coupled Stokes-shift dy… Show more

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Cited by 5 publications
(21 citation statements)
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References 90 publications
(200 reference statements)
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“…The activation barrier entering the Boltzmann factor in the rate constant in eq is the main focus of Marcus theory of electron transfer. , It is commonly determined through the crossing point of two Marcus parabolas F i ( X ), i = 1, 2, given as functions of the energy-gap reaction coordinate. , However, electron transfer between azurin’s active site and Trp creates different wetting patterns in two electron-transfer states, resulting in nonparabolic free-energy surfaces discussed next.…”
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confidence: 99%
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“…The activation barrier entering the Boltzmann factor in the rate constant in eq is the main focus of Marcus theory of electron transfer. , It is commonly determined through the crossing point of two Marcus parabolas F i ( X ), i = 1, 2, given as functions of the energy-gap reaction coordinate. , However, electron transfer between azurin’s active site and Trp creates different wetting patterns in two electron-transfer states, resulting in nonparabolic free-energy surfaces discussed next.…”
mentioning
confidence: 99%
“…The lower portions of the curves are simulation points produced directly from MD. The upper parts of the free-energy surfaces are obtained by shifting the lower sets of points according to the linear relation between the free-energy surfaces ,, F 2 ( X ) = F 1 ( X ) + X required when Gibbsian ensemble statistics hold. , …”
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confidence: 99%
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