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通过联合气体交换和叶绿素荧光测量分析估算C3植物叶片中CO2扩散的叶肉导度时的理论再思考。

Theoretical reconsiderations when estimating the mesophyll conductance to CO(2) diffusion in leaves of C(3) plants by analysis of combined gas exchange and chlorophyll fluorescence measurements.

作者信息

Yin Xinyou, Struik Paul C

机构信息

Centre for Crop Systems Analysis, Department of Plant Sciences, Wageningen University, 6700 AK Wageningen, the Netherlands.

出版信息

Plant Cell Environ. 2009 Nov;32(11):1513-24. doi: 10.1111/j.1365-3040.2009.02016.x. Epub 2009 Jun 17.

DOI:10.1111/j.1365-3040.2009.02016.x
PMID:19558403
Abstract

Existing methods to estimate the mesophyll conductance to CO(2) diffusion (g(m)) are often based on combined gas exchange and chlorophyll fluorescence measurements. However, estimations of average g(m) by these methods are often unreliable either because the range of usable data is too narrow or because the estimations are very sensitive to measurement errors. We describe three method variants to estimate g(m), for which a wider range of data are usable. They use curve-fitting techniques, which minimise the sum of squared model deviations from the data for A (CO(2) assimilation rate) or for J (linear electron transport rate). Like the existing approaches, they are all based on common physiological principles assuming that electron transport limits A. The proposed variants were far less sensitive than the existing approaches to 'measurement noise' either created randomly in the generated data set or inevitably existing in real data sets. Yet, the estimates of g(m) from the three variants differed by approximately 15%. Moreover, for each variant, a stoichiometric uncertainty in linear electron transport-limited photosynthesis can cause another 15% difference. Any estimation of g(m) using gas exchange and chlorophyll fluorescence measurements should be considered with caution, especially when g(m) is high.

摘要

现有的估算叶肉对二氧化碳扩散的导度(g(m))的方法通常基于气体交换和叶绿素荧光测量的结合。然而,通过这些方法估算的平均g(m)往往不可靠,要么是因为可用数据的范围太窄,要么是因为估算对测量误差非常敏感。我们描述了三种估算g(m)的方法变体,对于这些变体可以使用更广泛的数据范围。它们使用曲线拟合技术,该技术使模型与A(二氧化碳同化率)或J(线性电子传递速率)数据的平方偏差之和最小化。与现有方法一样,它们都基于共同的生理原理,即假设电子传递限制A。所提出的变体对在生成的数据集中随机产生或不可避免地存在于实际数据集中的“测量噪声”的敏感度远低于现有方法。然而,这三种变体对g(m)的估计相差约15%。此外,对于每种变体,线性电子传递限制的光合作用中的化学计量不确定性可能会导致另外15%的差异。使用气体交换和叶绿素荧光测量对g(m)进行的任何估计都应谨慎考虑,尤其是当g(m)较高时。

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