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生理学的动力学因素和动态光环境影响短期水力风险的经济景观。

Kinetic factors of physiology and the dynamic light environment influence the economic landscape of short-term hydraulic risk.

机构信息

Department of Plant Sciences, University of California, Davis, Davis, CA, 95616, USA.

出版信息

New Phytol. 2023 Apr;238(2):529-548. doi: 10.1111/nph.18739. Epub 2023 Feb 7.

Abstract

Optimality-based models of stomatal conductance unify biophysical and evolutionary constraints and can improve predictions of land-atmosphere carbon and water exchange. Recent models incorporate hydraulic constraints by penalizing excessive stomatal opening in relation to hydraulic damage caused by low water potentials. We used simulation models to test whether penalties based solely on vulnerability curves adequately represent the optimality hypothesis, given that they exclude the effects of kinetic factors on stomatal behavior and integrated carbon balance. To quantify the effects of nonsteady-state phenomena on the landscape of short-term hydraulic risk, we simulated diurnal dynamics of leaf physiology for 10 000 patches of leaf in a canopy and used a ray-tracing model, Helios, to simulate realistic variation in sunfleck dynamics. Our simulations demonstrated that kinetic parameters of leaf physiology and sunfleck properties influence the economic landscape of short-term hydraulic risk, as characterized by the effect of stomatal strategy (gauged by the water potential causing a 50% hydraulic penalty) on both aggregated carbon gain and the aggregated carbon cost of short-term hydraulic risk. Hydraulic penalties in optimization models should be generalized to allow their parameters to account for kinetic factors, in addition to parameters of hydraulic vulnerability.

摘要

基于最优性的气孔导度模型统一了生物物理和进化约束,能够提高陆地-大气碳和水交换的预测。最近的模型通过对与低水势引起的水力损伤相关的过度气孔开放进行惩罚,纳入了水力约束。我们使用模拟模型来测试,鉴于它们排除了动力学因素对气孔行为和综合碳平衡的影响,仅基于脆弱性曲线的惩罚是否足以代表最优性假设。为了量化非稳态现象对短期水力风险景观的影响,我们模拟了树冠中 10000 个叶片的日间叶片生理学动态,并使用光线追踪模型 Helios 模拟了光斑动态的实际变化。我们的模拟表明,叶片生理学的动力学参数和光斑特性影响短期水力风险的经济景观,这表现在气孔策略(通过引起 50%水力惩罚的水势来衡量)对聚合碳增益和短期水力风险的聚合碳成本的影响上。优化模型中的水力惩罚应加以推广,使其参数除了水力脆弱性参数外,还可以考虑动力学因素。

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