Masdar Institute, Khalifa University of Science and Technology, PO Box 54224, Abu Dhabi, United Arab Emirates.
Department of Civil Infrastructure and Environmental Engineering, Khalifa University of Science and Technology, PO Box 127788, Abu Dhabi, United Arab Emirates.
New Phytol. 2019 Oct;224(2):644-662. doi: 10.1111/nph.16072. Epub 2019 Sep 21.
Salinity is known to affect plant productivity by limiting leaf-level carbon exchange, root water uptake, and carbohydrates transport in the phloem. However, the mechanisms through which plants respond to salt exposure by adjusting leaf gas exchange and xylem-phloem flow are still mostly unexplored. A physically based model coupling xylem, leaf, and phloem flows is here developed to explain different osmoregulation patterns across species. Hydraulic coupling is controlled by leaf water potential, ψ , and determined under four different maximization hypotheses: water uptake (1), carbon assimilation (2), sucrose transport (3), or (4) profit function - i.e. carbon gain minus hydraulic risk. All four hypotheses assume that finite transpiration occurs, providing a further constraint on ψ . With increasing salinity, the model captures different transpiration patterns observed in halophytes (nonmonotonic) and glycophytes (monotonically decreasing) by reproducing the species-specific strength of xylem-leaf-phloem coupling. Salt tolerance thus emerges as plant's capability of differentiating between salt- and drought-induced hydraulic risk, and to regulate internal flows and osmolytes accordingly. Results are shown to be consistent across optimization schemes (1-3) for both halophytes and glycophytes. In halophytes, however, profit-maximization (4) predicts systematically higher ψ than (1-3), pointing to the need of an updated definition of hydraulic cost for halophytes under saline conditions.
盐度通过限制叶片水平的碳交换、根系水分吸收和韧皮部中的碳水化合物运输来影响植物生产力。然而,植物通过调节叶片气体交换和木质部-韧皮部流来应对盐暴露的机制在很大程度上仍未被探索。本文在这里开发了一个基于物理的模型,将木质部、叶片和韧皮部流动耦合起来,以解释不同物种的不同渗透调节模式。水力耦合受叶片水势 ψ 的控制,并在以下四个不同的最大化假设下确定:水分吸收 (1)、碳同化 (2)、蔗糖运输 (3) 或 (4) 利润函数 - 即碳增益减去水力风险。所有四个假设都假设有限的蒸腾作用发生,这为 ψ 提供了进一步的约束。随着盐度的增加,该模型通过再现木质部-叶片-韧皮部耦合的物种特异性强度,捕捉到盐生植物(非单调)和糖生植物(单调下降)中观察到的不同蒸腾模式。因此,盐耐受性是植物区分盐胁迫和干旱胁迫引起的水力风险并相应调节内部流动和渗透物的能力。结果对于盐生植物和糖生植物的所有优化方案(1-3)都是一致的。然而,在盐生植物中,利润最大化(4)比(1-3)预测系统地更高的 ψ,这表明需要对盐胁迫下盐生植物的水力成本进行更新定义。