Modelling the fast fluorescence rise of photosynthesis

Baake E, Schlöder JP (1992)
Bulletin of mathematical biology 54(6): 999-1021.

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We construct an ODE model for the fast fluorescence rise of photosynthesis by combining the current reaction scheme of the PS II two-electron-gate with a quasi steady-state description 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, and remarkably good approximations of the data are obtained. Model refinements are discussed focusing on PS II heterogeneity, and on PS I.
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Baake E, Schlöder JP. Modelling the fast fluorescence rise of photosynthesis. Bulletin of mathematical biology. 1992;54(6):999-1021.
Baake, E., & Schlöder, J. P. (1992). Modelling the fast fluorescence rise of photosynthesis. Bulletin of mathematical biology, 54(6), 999-1021.
Baake, E., and Schlöder, J. P. (1992). Modelling the fast fluorescence rise of photosynthesis. Bulletin of mathematical biology 54, 999-1021.
Baake, E., & Schlöder, J.P., 1992. Modelling the fast fluorescence rise of photosynthesis. Bulletin of mathematical biology, 54(6), p 999-1021.
E. Baake and J.P. Schlöder, “Modelling the fast fluorescence rise of photosynthesis”, Bulletin of mathematical biology, vol. 54, 1992, pp. 999-1021.
Baake, E., Schlöder, J.P.: Modelling the fast fluorescence rise of photosynthesis. Bulletin of mathematical biology. 54, 999-1021 (1992).
Baake, Ellen, and Schlöder, Johannes P. “Modelling the fast fluorescence rise of photosynthesis”. Bulletin of mathematical biology 54.6 (1992): 999-1021.
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