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光系统 II 的氧气生成:通过新的分析方法揭示的双击中异常行为的反向跃迁贡献。

Oxygen evolution by Photosystem II: The contribution of backward transitions to the anomalous behaviour of double-hits revealed by a new analysis method.

机构信息

Department of Biochemistry, University of Cambridge, Tennis Court Road, CB2 1QW, Cambridge, UK.

出版信息

Photosynth Res. 1993 May;36(2):111-8. doi: 10.1007/BF00016276.

Abstract

Backward transitions in the analysis of oxygen production under flashing light were introduced by Packham et al., 1988, Photosynth. Res. 15: 221-232. In order to take backward transitions into account, a new method of analysis is presented: the 'eigenvalue method'. This method is based on the recurrence relation of oxygen production with four coefficients (also known as the four 'sigma' coefficients). It shows less susceptibility to round-off errors than other methods and permits the computation of double-hits directly from the coefficients, which was not possible before. With it we discovered that the inconsistent behaviour of double-hits observed previously under low flash intensities or low flash frequencies was mainly due to the inclusion of the backward transitions into the double-hit probability. In these conditions backward transitions seemed to be due either to the combination of an S-state deactivation and a miss, or to two S-state deactivations and a single-hit.In the presence of 3-(3, 4-Dichlorophenyl)-1, 1-dimethylurea (DCMU), the previous methods of 'sigma' analysis failed. In contrast, the new method resolved all four S-state probabilities; thus it has the further advantage of being more 'robust' (robustness being defined as the ability to yield a meaningful answer under difficult conditions).

摘要

1988 年,Packham 等人在闪光分析中引入了氧产生的反向跃迁。为了考虑反向跃迁,提出了一种新的分析方法:“特征值法”。该方法基于氧产生的四个系数(也称为四个“sigma”系数)的递归关系。与其他方法相比,它对舍入误差的敏感性较低,并且允许直接从系数计算双击,这在以前是不可能的。通过它,我们发现以前在低闪光强度或低闪光频率下观察到的双击不一致行为主要是由于将反向跃迁纳入双击概率。在这些条件下,反向跃迁似乎是由于 S 态失活和错过的组合,或者是由于两个 S 态失活和一个单次命中。在 3-(3,4-二氯苯基)-1,1-二甲基脲 (DCMU) 的存在下,先前的“sigma”分析方法失败了。相比之下,新方法解决了所有四个 S 态概率;因此,它具有进一步的优势,即更“稳健”(稳健性被定义为在困难条件下给出有意义答案的能力)。

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