...
首页> 外文期刊>Ecological Modelling >Functional branch analysis as tool for fractal scaling above- and belowground trees for their additive and non-additive properties
【24h】

Functional branch analysis as tool for fractal scaling above- and belowground trees for their additive and non-additive properties

机译:功能分支分析作为对地上树和地下树进行分形缩放的工具,以了解它们的累加和非累加特性

获取原文
获取原文并翻译 | 示例
   

获取外文期刊封面封底 >>

       

摘要

Empirical allometric scaling equations (Y = aD(b)) for tree biomass on the basis of stem diameter D are often used in forest inventories and for assessment of carbon and nutrient stocks in vegetation. When shifting from plantation forestry mixed forestry or multi-species agroforestry systems, however, short-cuts to the empirical approach for establishing such equations are desirable. Fractal branching models provide a transparent scheme for deriving tree-specific scaling rules (especially, the b parameter) on the basis of easily observable, non-destructive methods. The relation between link (section of stem or branch between two branching points) length and link diameter has a direct influence on the b parameter of the allometric equation in the range 2-3.5. providing substantial variation around the claims of a universal value of 8/3. Apart from the total tree biomass, the models can provide rules for total leaf area: relative allocation of current growth to leaves, branches or stem. The power of the allometric scaling relation (b) necessarily has the same value, for a given tree, for ail properties that are dominated by the endpoints of the branching process, and that are thus 'additive'. Below ground, similar descriptions hold for individual root axes, where the proximal root diameter can be used for predicting total length or biomass of all its branches. Sampling error was analyzed to derive rules for the number of branching points that should be observed for reliable estimates of the fractal branching parameters. For the inherent parameter variability that was chosen as default setting a minimum number of 50 branching points should be observed. A spreadsheet model (functional branch analysis, FBA) is made available through the WWW that allows users to derive results for new parameter combinations and/or seek new applications. (C) 2002 Elsevier Science B.V. All rights reserved. [References: 20]
机译:基于茎直径D的树木生物量的经验异速生长比例方程(Y = aD(b))通常用于森林资源清查和评估植被中的碳和养分储量。然而,当从人工林转变为混合林业或多物种农林业系统时,建立此类方程式的经验方法的捷径是可取的。分形分支模型提供了一种透明的方案,用于基于易于观察的非破坏性方法来推导特定于树的缩放规则(尤其是b参数)。链节(两个分支点之间的茎或分支的截面)长度与链节直径之间的关系直接影响异速方程的b参数,范围为2-3.5。围绕8/3通用值的要求提供了实质性的变化。除了总树木生物量以外,这些模型还可以提供总叶子面积的规则:当前生长相对于叶子,树枝或茎的相对分配。对于给定的树,对于由分支过程的端点主导的所有特性(因此是“累加的”),异速缩放比例关系(b)的功效必定具有相同的值。在地下,类似的描述适用于单个根轴,其中近端根直径可用于预测其所有分支的总长度或生物量。分析采样误差以得出分支点数量的规则,对于分形分支参数的可靠估计,应该遵守这些规则。对于被选为默认设置的固有参数可变性,应观察到最少50个分支点。通过WWW提供了电子表格模型(功能分支分析,FBA),该模型允许用户导出新参数组合的结果和/或寻求新的应用程序。 (C)2002 Elsevier Science B.V.保留所有权利。 [参考:20]

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号