Modelling the fast fluorescence rise of photosynthesis. (English) Zbl 0757.92006
The fast fluorescence rise of photosynthesis is modelled by a system of coupled nonlinear ODE’s, which combines the reaction scheme of the photosystem-II two-electron gate with a quasi-steady-state approximation of the fast processes of excitation energy transfer and primary charge separation. The model is fitted to measured induction curves with a multiple shooting algorithm, which reveals very good agreement with the data. Model refinements are discussed focusing on photosystem-II heterogeneity, and on photosystem-I.
Reviewer: M.Baake (Tübingen)
MSC:
| 92C05 | Biophysics |
| 92C45 | Kinetics in biochemical problems (pharmacokinetics, enzyme kinetics, etc.) |
| 34A55 | Inverse problems involving ordinary differential equations |
Keywords:
coupled nonlinear ordinary differential equations; fast fluorescence rise of photosynthesis; photosystem-II two-electron gate; quasi-steady-state approximation; excitation energy transfer; charge separation; measured induction curves; multiple shooting algorithm; photosystem-II heterogeneity; photosystem-IReferences:
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