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树木的分支发散角是恒定的吗?

Do trees have constant branch divergence angles?

作者信息

Beyer Robert M, Basler David, Raumonen Pasi, Kaasalainen Mikko, Pretzsch Hans

机构信息

Department of Zoology, University of Cambridge, Downing Street, Cambridge CB2 3EJ, United Kingdom.

Department of Organismic and Evolutionary Biology, Harvard University, 22 Divinity Avenue, Cambridge, MA 02138, United States; Department of Environmental Sciences - Botany, University of Basel, Schönbeinstrasse 6, 4056 Basel, Switzerland.

出版信息

J Theor Biol. 2021 Mar 7;512:110567. doi: 10.1016/j.jtbi.2020.110567. Epub 2020 Dec 24.

Abstract

Many herbaceous plants feature remarkably regular arrangements of lateral organs along the central axis. These phyllotactic patterns are generated by a constant divergence angle between successive buds (or whorls thereof) that first appears at the shoot apircal meristem and is maintained across later ontogentic stages when it can be observed at the macroscopic scale. Do the branches along a tree trunk exhibit similar patterns? Here we use branch skeleton data derived from terrestrial laser scans to empirically estimate the distributions of the divergence angles between successive branches along the trunks of mature European beech, Norway spruce, and Scots pine trees. We find that rather than clustering around a particular value, species-specific branch divergence angles feature statistical properties characteristic of a uniform distribution. We hypothesise this to be the result of the stochasticity in bud development and branch shedding, and provide a rigorous mathematical proof that even when the divergence angle between successive lateral buds is constant, the observed distribution of branch divergence angles will approximate a uniform distribution if bud mortality and branch shedding rates are high.

摘要

许多草本植物的侧生器官沿着中轴线呈现出非常规则的排列。这些叶序模式是由相继出现的芽(或其轮状结构)之间恒定的发散角产生的,该发散角最初出现在茎尖分生组织,并在随后的个体发育阶段得以维持,此时在宏观尺度上可以观察到。树干上的分支是否呈现出类似的模式呢?在这里,我们使用从地面激光扫描获得的分支骨架数据,以实证方式估计成熟欧洲山毛榉、挪威云杉和苏格兰松树树干上相继分支之间发散角的分布。我们发现,特定物种的分支发散角并非聚集在某个特定值周围,而是具有均匀分布的统计特性。我们推测这是芽发育和枝条脱落随机性的结果,并提供了一个严格的数学证明:即使相继侧芽之间的发散角是恒定的,但如果芽死亡率和枝条脱落率很高,观察到的分支发散角分布将近似于均匀分布。

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