Temporal Dynamics of Tree Crown Fractal Dimension in Two Species of Deciduous Oaks

Graciela Jiménez-Guzmán, Ernesto Vicente Vega-Peña
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Abstract

Fractal dimension (D) can be used to characterise temporal changes of crown architecture of individual trees. Our goal in this study was to analyse seasonal changes in tree crown fractal dimension of two species of deciduous oaks (Quercus castanea and Q. obtusata) coexisting in a natural forest in central Mexico using low cost sampling, and relate these changes to morphological attributes and environmental variables.

Every two months, from May 2017 to September 2018, for each oak species, we photographed fixed portions of the crowns of individual trees, measured their trunk diameters, and obtained average temperature and accumulated precipitation data recorded for the sampling date. From the obtained images, we calculated D values by the semivariogram method using three different variability estimators (square increment, isotropic, and transect variation).

We identified a positive correlation between D and temperature, and a negative correlation between temperature and crown cover.

The fractal dimension (D) of crowns of two deciduous oak species changes according to the tree’s phenological stage. D values varied through time in relation to tree crown phenological variation, but not with crown cover dimension. We propose a model of annual D value fluctuation in deciduous trees, characterised by two high complexity peaks and two low complexity valleys, corresponding to the effects on crown cover of annual periods of leaf abscission and development.

Abstract Image

两种落叶橡树树冠分形维度的时间动态变化
分形维数(D)可用于描述单棵树木树冠结构的时间变化特征。本研究的目标是利用低成本取样分析墨西哥中部天然林中共存的两种落叶橡树(Quercus castanea 和 Q. obtusata)树冠分形维度的季节性变化,并将这些变化与形态属性和环境变量联系起来。从 2017 年 5 月到 2018 年 9 月,我们每隔两个月对每种橡树的树冠固定部分进行拍照,测量其树干直径,并获得取样日期记录的平均温度和累积降水量数据。从获得的图像中,我们使用三种不同的变异性估计器(平方增量、各向同性和横断面变异),通过半变量图法计算出了 D 值。D值随时间变化与树冠物候变化有关,但与树冠覆盖度无关。我们提出了落叶乔木每年 D 值波动的模型,其特点是有两个高复杂度峰值和两个低复杂度谷值,与每年叶片脱落和生长期对树冠覆盖的影响相对应。
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