2021
DOI: 10.1016/j.jphotobiol.2020.112114
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In an ancient vascular plant the intermediate relaxing component of NPQ depends on a reduced stroma: Evidence from dithiothreitol treatment

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Cited by 11 publications
(16 citation statements)
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“…Additionally, the kinetics of the middle phase of NPQ relaxation (1300–1540 s) seems to be partially attributable to the Z pool, as the rate of relaxation was substantially lower in the DTT-fed leaves than in the control condition. It has been reported [ 8 ] that DTT causes a strong dose-dependent decrease in the amplitude of NPQ dark relaxation due to its interference with the chloroplast redox state. The retardation of epoxidation kinetics in DTT samples might also be correlated with the decrease in PSII quantum efficiency [ 53 ] observed in WL, GL, and BL plants.…”
Section: Discussionmentioning
confidence: 99%
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“…Additionally, the kinetics of the middle phase of NPQ relaxation (1300–1540 s) seems to be partially attributable to the Z pool, as the rate of relaxation was substantially lower in the DTT-fed leaves than in the control condition. It has been reported [ 8 ] that DTT causes a strong dose-dependent decrease in the amplitude of NPQ dark relaxation due to its interference with the chloroplast redox state. The retardation of epoxidation kinetics in DTT samples might also be correlated with the decrease in PSII quantum efficiency [ 53 ] observed in WL, GL, and BL plants.…”
Section: Discussionmentioning
confidence: 99%
“…Fluorescence yields obtained during the analysis were combined to calculate the Stern–Volmer NPQ = (Fm − Fm′)/Fm′ (where Fm′ is the maximal level of chlorophyll fluorescence in light) and the complementary effective quantum yield of PSII photochemistry ΦPSII = (Fm′ − F)/Fm′ (where F is fluorescence yield in conjunction with an applied saturation pulse) [ 28 ], the non-regulated energy dissipation ΦNO = 1/(NPQ + 1 + qL(Fm/Fo − 1)) (where qL is the coefficient of photochemical quenching based on the lake model of PSII antenna pigment organization) and regulated energy dissipation ΦNPQ = 1 − ΦPSII − ΦNO [ 8 , 29 ]. The assessed NPQ value exceeded unity; thus, its value is presented as NPQ/4 for better correspondence with ΦNPQ.…”
Section: Methodsmentioning
confidence: 99%
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