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. 2021 Apr 22;27(5):1059–1072. doi: 10.1007/s12298-021-00984-6

Table 1.

Terms and formulae used in the analysis of the fast chlorophyll a fluorescence

Term and formulae Definition
Fo Fluorescence emitted when all reaction centres (RCs) are open
Fm Maximum fluorescence emitted when all RCs are closed
Fv = Fm—Fo Maximum variable fluorescence
Fv/Fm = 1—(Fo/Fm) Maximum quantum yield of primary photochemistry
Tfm Time to reach Fm
Area Total complementary area between fluorescence induction curve and F = Fm
RC/ABS Reaction centres per adsorption of light energy
Fv/Fo Conformation term for the primary photochemistry (curvature constant of the hyperbole)
PI Performance index
Fo/Fm Fluorescence of all open RCs/ Fluorescence of all closed RCs
M0 = TR0 /RC—ET0 /RC Normalized value of the initial slope of the fluorescence induction curve (it expresses the net rate of the RCs’ closure)
Sm = Area/(Fm—Fo) Normalized Area by Fv (it gives a measure of the energy needed to close all reaction centres)
Ss = (M0/VJ)−1 Normalized Area per single turn-over
ABS/RC = (M0/Vj)/(Fv/Fm) Absorption flux per RC (at t = 0)
TR0/RC = M0/Vj Trapped energy flux per RC (at t = 0)
ET0/RC = M0/Vj Ψ0 Electron transport flux per RC (at t = 0)
DI0/RC = (ABS/RC)—(TR0/RC) Dissipated energy flux per RC (at t = 0)
ABS/CS ≈ Fo Absorption flux per cross section (CS), approximated by Fo
RC/CS = (ABS/CS)/(ABS/RC) RCs’ concentration (or density) per excited CS
TR0/CS = TR0/ABS (ABS/CS0) Trapped energy flux per CS (at t = 0)
ET0/CS = ET0/ABS (ABS/CS0) Electron transport flux per CS (at t = 0)
DI0/CS = (ABS/CS0)—(TR0/CS0) Dissipated energy flux per CS (at t = 0)
RC/CSo RCs’ concentration (or density) per excited CS (Fo)
RC/CSm RCs’ concentration (or density) per excited CS (Fm)