Stemflow estimation models for Japanese cedar and cypress plantations using common forest inventory data

Stemflow estimation models for Japanese cedar and cypress plantations using common forest inventory data
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DOI:
10.1016/j.agrformet.2020.107997
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发表时间:
2020-08
影响因子:
6.2
通讯作者:
Seonghun Jeong;K. Otsuki;Yoshinori Shinohara;Akio Inoue;Ryuji Ichihashi
Seonghun Jeong;K. Otsuki;Yoshinori Shinohara;Akio Inoue;Ryuji Ichihashi
中科院分区:
农林科学1区
文献类型:
--
作者:
Seonghun Jeong;K. Otsuki;Yoshinori Shinohara;Akio Inoue;Ryuji Ichihashi

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虽然树干茎流(SF)一直被认为是总降雨量(GR)的一小部分,最近的研究表明,根据林分结构,SF/GR的比例不应被忽视。本研究利用森林资源清查资料,推导出森林覆盖率/森林覆盖率的估算模型。收集了日本杉和柏树人工林的一组SF/GR比值和森林资源调查数据(林分密度(SD)、总断面积(BA)、平均胸径(D B H <$)、平均树高(H <$)、冠层覆盖度(CC)和叶面积指数(LAI))。为了进一步研究SF/GR比值与林分结构之间的关系,我们检查了来自清查数据的其他林分结构变量(平均断面积(B <$),平均茎表面积(SA <$)和总茎表面积(SA)),以及评估漏斗雨水效率的林分尺度漏斗比(FR林分)。在所有林分结构变量中,SD专门确定SF/GR比,提供最佳拟合的正一元线性回归方程作为基于密度的SF/GR模型,均方根误差(RMSE)为2.4%。虽然该模型只需要最基本的森林资源清查数据SD,对实际森林水分管理是有用的,但它在精细森林水分管理中有一个弱点,因为它不能反映树木生长对SF/GR比值的影响。因此,我们开发了一个基于大小的SF/GR模型(RMSE= 2.0%)的基础上,FR林分和D B H之间的强关系。该模型不仅反映了SD,而且反映了胸径生长对SF/GR的影响,适用于森林精细水分管理。这些模型是由森林资源清查数据得到的,可用于森林水分管理中的土壤水分评价和控制。
Although stemflow (SF) had been regarded as a small portion of the gross rainfall (GR), recent studies have revealed that, depending on the forest stand structure, the SF/GR ratio should not be neglected. This study derived SF/GR estimation models using common forest inventory data. A set of SF/GR ratio and forest inventory data (stand density (SD), total basal area (BA), mean diameter at breast height (D B H¯), mean tree height (H¯), canopy cover (CC), and leaf area index (LAI)) was collected from previous studies of Japanese cedar and cypress plantations. To further investigate the relation between SF/GR ratio and forest stand structures, we examined additional stand-structure variables (mean basal area (B A¯), mean stem surface area (S A¯), and total stem surface area (SA)) derived from the inventory data, and the stand-scale funneling ratio (FR stand) evaluating the efficiency of funneling rainwater. Among all the stand-structure variables, SD exclusively determined the SF/GR ratio, providing the best-fitting positive single linear regression equation as a density-based SF/GR model with a root mean square error (RMSE) of 2.4%. Although this model is useful for practical forest water management because it requires only SD which is the most basic forest inventory data, it has a weak point in meticulous forest water management because it cannot reflect the effect of tree growth on SF/GR ratio. Thus, we developed a size-based SF/GR model (RMSE= 2.0%) based on the strong relationship between the FR stand and D B H¯. This model is applicable to meticulous forest water management because it reflects the effects of not only SD but also tree growth by DBH on SF/GR ratio. These models derived from the common forest inventory data are potentially applicable to the evaluation and control of SF in forest water management.