首页> 外文期刊>Allgemeine Forst und Jagdzeitung >Occurrence and extent of facultative heartwood formation in beech located on limestone and claystone sites in southern Lower Saxony.
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Occurrence and extent of facultative heartwood formation in beech located on limestone and claystone sites in southern Lower Saxony.

机译:下萨克森州南部石灰岩和黏土站点上的山毛榉兼性心材形成的发生和程度。

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摘要

This paper presents a more comprehensive view of the different patterns of red heartwood formation in common beech (Fagus sylvatica) using a new approach. The dataset used includes 1252 buttlogs from 23 different assessments in limestone and claystone sites of the Bovenden State Forest in Lower Saxony, Germany. The age of the trees ranged from 113 to 141 years and diameter at breast height (dbh) from 32 to 93 cm. A two-stage modelling approach was performed because the lower part of the dependent variable, heartwood diameter, may (often) assume the value zero. The occurrence and extent was determined separately. The possible types of heartwood were grouped into 9 categories: no heartwood, red heartwood only at the butt end, red heartwood only at the top end, rot only at the butt end, rot only at the top end, red heartwood at butt and top end, rot at the butt and top end, red heartwood at the butt and rot at the top end and rot at butt and red heartwood at top end. The multinomial regression model developed in this study estimates the probability of occurrences of the different red heartwood and rot types in relation to dbh and considering the correlation between the butt and top end of logs. The high unexplained variation in heartwood diameter was estimated using univariate and bivariate distribution functions..
机译:本文使用一种新方法,更全面地介绍了普通山毛榉(Fagus sylvatica)中红色心材形成的不同模式。所使用的数据集包括来自德国下萨克森州博文登州森林的石灰岩和黏土站点中23种不同评估的1252个buttlog。树木的年龄为113至141岁,胸径(dbh)的直径为32至93 cm。之所以进行了两阶段建模,是因为因变量的下部(心材直径)可能(通常)取值为零。发生和程度分别确定。心材的可能类型分为9类:无心材,仅对接端为红色心材,仅顶端为红色心材,仅对接端腐烂,仅顶端处腐烂,对接和顶部为红色心材末端,在末端和顶端腐烂,红色心材在末端,顶端腐烂,在末端腐烂,红色心材在顶端腐烂。在这项研究中开发的多项式回归模型估计了与dbh有关的不同红色心材和腐烂类型出现的可能性,并考虑了木材的对接和顶端之间的相关性。使用单变量和双变量分布函数估计心木直径的高度无法解释的变化。

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