Lavorel J, Lemasson C
Biochim Biophys Acta. 1976 Jun 8;430(3):501-16. doi: 10.1016/0005-2728(76)90026-8.
The model of Kok et al. (Kok, B., Forbush, B. and McGloin, M. (1970) Photochem. Photobiol. 11, 457-475) is considered the best kinetic explanation of the damped oscillations of O2 evolution induced in higher plants by a sequence of brief saturating flashes. Matrix analysis applied to this model shows that the parameters involved (distribution of S states at zero time, probabilities of transition between states induced by a flash) cannot be completely known from the O2 yield sequence, Yn. However, four quantities, with limited content of information, are readily derived from data, without additional assumptions. They are sigma1, sigma2 and sigma3, three quasisymmetrical functions of the transition coefficients, and Y, a weighed average of four consecutive Yn values. The extent of misses and double hits and their variations can be qualitatively ascertained by inspection of the relative values of sigma1, sigma2and sigma3. In a regular sequence (stricly obeying Kok's model), all four quantities should be constant along the time axis. It is shown that actual sequences are seldom regular, in particular in the following conditions: (1) variable flashing frequency, (2) addition of carbonylcyanide m-chlorophenylhydrazone, (3) incomplete deactivation, (4) change of flashing frequency at steady state. In order to account for these anomalies, it is proposed to modify Kok's model by introducing, in parallel to the four state storage entity (S states), a side carrier C, which can reversibly exchange a positive charge with it. In the new model, the transition coefficients are essentially time varying, thus producing a nonregular behaviour of Yn sequences.
科克等人(Kok, B., Forbush, B. 和 McGloin, M. (1970) Photochem. Photobiol. 11, 457 - 475)的模型被认为是对高等植物中由一系列短暂饱和闪光诱导的氧气释放的阻尼振荡的最佳动力学解释。应用于该模型的矩阵分析表明,所涉及的参数(零时刻S态的分布、闪光诱导的态间跃迁概率)不能从氧气产量序列Yn中完全得知。然而,四个信息量有限的量可以从数据中轻松导出,无需额外假设。它们是sigma1、sigma2和sigma3,这三个是跃迁系数的准对称函数,以及Y,它是四个连续Yn值的加权平均值。通过检查sigma1、sigma2和sigma3的相对值,可以定性地确定未命中和双击的程度及其变化。在规则序列(严格遵守科克模型)中,所有这四个量在时间轴上应该是恒定的。结果表明,实际序列很少是规则的,特别是在以下条件下:(1) 可变闪光频率;(2) 添加羰基氰化物间氯苯腙;(3) 不完全失活;(4) 稳态下闪光频率的变化。为了解释这些异常现象,建议通过引入一个与四态存储实体(S态)并行的副载体C来修改科克模型,该副载体C可以与其可逆地交换一个正电荷。在新模型中,跃迁系数本质上是随时间变化的,从而产生Yn序列的不规则行为。