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重新审视萨尼奥定律。树木木质部结构随大小的变化

Sanio's laws revisited. Size-dependent changes in the xylem architecture of trees.

作者信息

Mencuccini Maurizio, Hölttä Teemu, Petit Giai, Magnani Federico

机构信息

School of GeoSciences, University of Edinburgh, Crew Building, West Mains Road, EH9 3JN Edinburgh, UK.

出版信息

Ecol Lett. 2007 Nov;10(11):1084-93. doi: 10.1111/j.1461-0248.2007.01104.x. Epub 2007 Sep 10.

DOI:10.1111/j.1461-0248.2007.01104.x
PMID:17850336
Abstract

Early observations led Sanio [Wissen. Bot., 8, (1872) 401] to state that xylem conduit diameters and lengths in a coniferous tree increase from the apex down to a height below which they begin to decrease towards the tree base. Sanio's law of vertical tapering has been repeatedly tested with contradictory results and the debate over the scaling of conduit diameters with distance from the apex has not been settled. The debate has recently acquired new vigour, as an accurate knowledge of the vertical changes in wood anatomy has been shown to be crucial to scaling metabolic properties to plant and ecosystem levels. Contrary to Sanio's hypothesis, a well known model (MST, metabolic scaling theory) assumes that xylem conduits monotonically increase in diameter with distance from the apex following a power law. This has been proposed to explain the three-fourth power scaling between size and metabolism seen across plants. Here, we (i) summarized available data on conduit tapering in trees and (ii) propose a new numerical model that could explain the observed patterns. Data from 101 datasets grouped into 48 independent profiles supported the notions that phylogenetic group (angiosperms versus gymnosperms) and tree size strongly affected the vertical tapering of conduit diameter. For both angiosperms and gymnosperms, within-tree tapering also varied with distance from the apex. The model (based on the concept that optimal conduit tapering occurs when the difference between photosynthetic gains and wall construction costs is maximal) successfully predicted all three major empirical patterns. Our results are consistent with Sanio's law only for large trees and reject the MST assumptions that vertical tapering in conduit diameter is universal and independent of rank number.

摘要

早期的观察使萨尼奥[《植物学知识》,第8卷,(1872年)401页]指出,针叶树中木质部导管的直径和长度从树顶向下增加,直到某一高度,在该高度以下它们开始朝着树基部减小。萨尼奥的垂直渐缩定律已被反复验证,但结果相互矛盾,关于导管直径随距树顶距离的缩放比例的争论尚未解决。最近,这场争论有了新的活力,因为事实表明,准确了解木材解剖结构的垂直变化对于将代谢特性扩展到植物和生态系统层面至关重要。与萨尼奥的假设相反,一个著名的模型(MST,代谢缩放理论)假设木质部导管的直径随着距树顶距离的增加而按照幂律单调增加。有人提出这一点是为了解释植物间观察到的大小与代谢之间的四分之三幂缩放关系。在这里,我们(i)总结了树木中导管渐缩的现有数据,(ii)提出了一个新的数值模型,该模型可以解释观察到的模式。来自101个数据集并分组为48个独立剖面的数据支持了以下观点:系统发育类群(被子植物与裸子植物)和树木大小强烈影响导管直径的垂直渐缩。对于被子植物和裸子植物,树内渐缩也随距树顶的距离而变化。该模型(基于当光合增益与细胞壁构建成本之间的差异最大时发生最佳导管渐缩的概念)成功预测了所有三种主要的经验模式。我们的结果仅对于大树与萨尼奥定律一致,并拒绝了MST的假设,即导管直径的垂直渐缩是普遍的且与等级无关。

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