Nicholas School of the Environment, Box 90328, Duke University, Durham, NC 27708, USA.
Ann Bot. 2013 Mar;111(3):467-77. doi: 10.1093/aob/mcs268. Epub 2013 Jan 8.
Water and nitrogen (N) are two limiting resources for biomass production of terrestrial vegetation. Water losses in transpiration (E) can be decreased by reducing leaf stomatal conductance (g(s)) at the expense of lowering CO(2) uptake (A), resulting in increased water-use efficiency. However, with more N available, higher allocation of N to photosynthetic proteins improves A so that N-use efficiency is reduced when g(s) declines. Hence, a trade-off is expected between these two resource-use efficiencies. In this study it is hypothesized that when foliar concentration (N) varies on time scales much longer than g(s), an explicit complementary relationship between the marginal water- and N-use efficiency emerges. Furthermore, a shift in this relationship is anticipated with increasing atmospheric CO(2) concentration (c(a)).
Optimization theory is employed to quantify interactions between resource-use efficiencies under elevated c(a) and soil N amendments. The analyses are based on marginal water- and N-use efficiencies, λ = (∂A/∂g(s))/(∂E/∂g(s)) and η = ∂A/∂N, respectively. The relationship between the two efficiencies and related variation in intercellular CO(2) concentration (c(i)) were examined using A/c(i) curves and foliar N measured on Pinus taeda needles collected at various canopy locations at the Duke Forest Free Air CO(2) Enrichment experiment (North Carolina, USA).
Optimality theory allowed the definition of a novel, explicit relationship between two intrinsic leaf-scale properties where η is complementary to the square-root of λ. The data support the model predictions that elevated c(a) increased η and λ, and at given c(a) and needle age-class, the two quantities varied among needles in an approximately complementary manner.
The derived analytical expressions can be employed in scaling-up carbon, water and N fluxes from leaf to ecosystem, but also to derive transpiration estimates from those of η, and assist in predicting how increasing c(a) influences ecosystem water use.
水和氮(N)是陆地植被生物量生产的两种限制资源。通过降低叶片气孔导度(g(s))来减少蒸腾作用(E)中的水分损失,以牺牲降低 CO(2) 摄取(A)为代价,从而提高水分利用效率。然而,随着更多的 N 可用,更多的 N 分配给光合蛋白会提高 A,从而降低 g(s) 下降时的 N 利用效率。因此,预计这两种资源利用效率之间存在权衡。在这项研究中,假设当叶片浓度(N)在时间尺度上变化远长于 g(s)时,水和 N 边际利用效率之间会出现明确的互补关系。此外,预计随着大气 CO(2)浓度(c(a))的增加,这种关系会发生转变。
优化理论用于量化在升高的 c(a)和土壤 N 添加剂下资源利用效率之间的相互作用。分析基于边际水和 N 利用效率,λ=(∂A/∂g(s))/(∂E/∂g(s))和η=∂A/∂N。通过在杜克森林自由空气 CO(2)富集实验(美国北卡罗来纳州)中收集的不同树冠位置的 Pinus taeda 针叶上测量 A/c(i) 曲线和叶片 N,研究了这两种效率之间的关系以及细胞间 CO(2)浓度(c(i))的相关变化。
优化理论允许定义一种新的、明确的叶片尺度固有属性之间的关系,其中η与λ的平方根互补。数据支持模型预测,升高的 c(a)增加了η和λ,并且在给定的 c(a)和针龄类群中,这两个数量在不同的针叶中以近似互补的方式变化。
推导的解析表达式可用于从叶片到生态系统的碳、水和 N 通量的放大,但也可从 η 中得出蒸腾作用的估计值,并有助于预测升高的 c(a)如何影响生态系统的水分利用。