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结构和异速生长对树木振动模态影响的尺度定律表明了对模态分区的生物调节。

A scaling law for the effects of architecture and allometry on tree vibration modes suggests a biological tuning to modal compartmentalization.

机构信息

Department of Mechanics, LadHyX, Ecole Polytechnique-CNRS, 91128 Palaiseau, France.

出版信息

Am J Bot. 2008 Dec;95(12):1523-37. doi: 10.3732/ajb.0800161.

Abstract

Wind is a major ecological factor for plants and a major economical factor for forestry. Mechanical analyses have revealed that the multimodal dynamic behavior of trees is central to wind-tree interactions. Moreover, the trunk and branches influence dynamic modes, both in frequency and location. Because of the complexity of tree architecture, finite element models (FEMs) have been used to analyze such dynamics. However, these models require detailed geometric and architectural data and are tree-specific-two major restraints for their use in most ecological or biological studies. In this work, closed-form scaling laws for modal characteristics were derived from the dimensional analysis of idealized fractal trees that sketched the major architectural and allometrical regularities of real trees. These scaling laws were compared to three-dimensional FEM modal analyses of two completely digitized trees with maximal architectural contrast. Despite their simplifying hypotheses, the models explained most of the spatiotemporal characteristics of modes that involved the trunk and branches, especially for sympodial trees. These scaling laws reduce the tree to (1) a fundamental frequency and (2) one architectural and three biometrical parameters. They also give quantitative insights into the possible biological control of wind excitability of trees through architecture and allometries.

摘要

风是植物的主要生态因素,也是林业的主要经济因素。力学分析表明,树木的多模态动力行为是风树相互作用的核心。此外,树干和树枝会影响动态模式,包括频率和位置。由于树木结构的复杂性,已使用有限元模型 (FEM) 来分析此类动力学。然而,这些模型需要详细的几何和结构数据,并且是针对特定树木的——这是在大多数生态或生物学研究中使用它们的两个主要限制因素。在这项工作中,从理想化分形树的维度分析中推导出模态特征的封闭形式标度律,这些树描绘了真实树木的主要结构和异速生长规律。将这些标度律与具有最大结构对比的两棵完全数字化树木的三维有限元模态分析进行了比较。尽管存在简化假设,但这些模型解释了涉及树干和树枝的模式的大部分时空特征,特别是对于合轴树。这些标度律将树木简化为(1)基本频率和(2)一个结构和三个生物计量参数。它们还深入了解了通过结构和异速生长来控制树木对风的兴奋性的可能生物学机制。

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