利用凋落物法和林木因子模拟小兴安岭阔叶红松林叶面积指数
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东北林业大学生态研究中心,东北林业大学生态研究中心

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国家自然科学基金(31270473);中央高校基本科研业务费专项资金资助(2572014AA01)


Using litter collection and tree data to model leaf area index in the mixed broadleaved-Korean pine forest in the Xiaoxing'an Mountains, China
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Center for Ecological Research,Northeast Forestry University,Center for Ecological Research,Northeast Forestry University

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    摘要:

    叶面积指数(LAI)是研究森林生态系统生理生态进程中关键的结构参数之一。目前, 凋落物法是在非破坏性条件下能直接测定森林生态系统LAI的最有效的方法, 然而将凋落叶按树种分类增加了该方法的实施难度。平均优势度模型、林分优势度模型和局域优势度模型基于凋落物法和林木因子(如胸高断面积 basal area, BA; 坐标)能精确地预测落叶阔叶林的LAI, 而这些模型是否适用于针阔混交林仍未进行验证。以小兴安岭阔叶红松林(Pinus koraiensis)为研究对象, 先利用凋落物法测定其LAI, 依此为参考对3种模型预测LAI的有效性进行验证, 并以红松、冷杉(Abies nephrolepis)、紫椴(Tilia amurensis)、五角槭(Acer mono)、枫桦(Betula costata)和裂叶榆(Ulmus laciniata)为例, 探讨了基于凋落物法测定的LAI与BA的相关关系。结果表明: 平均优势度模型不适于预测针阔混交林的LAI; 林分优势度模型预测效果较好, 精度达86%; 局域优势度模型预测效果最优, 精度高于90%。然而, 为准确测定阔叶红松林的LAI, 应最少选择测定8个主要树种的比叶面积。基于凋落物法测定的6个树种的LAI与其BA均显著相关(P < 0.01), 最小R2为0.67。研究结果可为快速、准确地测定针阔混交林的LAI提供依据, 为非破坏性条件下建立树种的LAI与其BA的相关关系提供参考。

    Abstract:

    Leaf area index (LAI), defined as half the total leaf area per unit ground surface area, and it is one of the most important parameters for modeling many forest ecosystem processes, e.g., canopy photosynthesis, evapotranspiration, respiration, and microclimates. Methods for directly measuring LAI mainly include destructive sampling, allometry, and litter collection. The LAI derived from these direct methods is close to the true LAI, which are often used to calibrate that LAI derived from optical methods. However, the former two methods are destructive, thus the litter collection method is the most useful direct method for estimating LAI in a forest stand. However, sorting leaf litter is time consuming because of substantial skill in identification, especially in a natural forest with high species diversity. Thus, the method for improving the efficiency of the litter collection method is needed urgently. The equal dominance model, stand dominance model and local dominance model could be used to accurately estimate the LAI based on the litter collection method and tree data (e.g., basal area BA; coordinate) have been verified by many previous studies in deciduous broadleaf forests. The equal dominance model assumes that leaf litter biomass of a litter trap can be partitioned equally to each species; The stand dominance model partitions leaf litter biomass to each species proportionally based on its relative dominance within a whole stand; The local dominance model partitions leaf litter biomass to species in proportion with their local relative dominance around each litter trap. However, few studies are reported to check whether these models are useful for estimating the LAI in a mixed needleleaf-broadleaf forest stand. In the present study, we estimated the LAI using the litter collection method in the mixed broadleaved-Korean pine forest, and these results as a reference are used to verify the effectiveness of these three models in predicting the LAI in the mixed needleleaf-broadleaf forest stand. In addition to, rely on Pinus koraiensis, Abies nephrolepis, Tilia amurensis, Acer mono, Betula costata and Ulmus laciniata, we explored the regression analysis between the LAI obtained by the litter collection method and basal area for each species. The results showed that the equal dominance model is not useful for predicting the LAI in a mixed needleleaf-broadleaf forest stand. The stand dominance model and local dominance model are useful for predicting the LAI, and the accuracies are over 86% and 90%, respectively. Furthermore, we found that at least 8 specific leaf areas (SLAs) of dominant species are to be obtained for accurate estimation of LAI in a mixed needleleaf-broadleaf forest stand. LAI correlated with BA significantly (P < 0.01) for the six species, with the smallest R2 value of 0.67. These results lay a foundation for rapidly and accurately estimating the LAI in a mixed needleleaf-broadleaf forest stand in subsequent studies, and provide references for developing the regression analysis between the LAI and BA within non-destructive.

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刘志理,金光泽.利用凋落物法和林木因子模拟小兴安岭阔叶红松林叶面积指数.生态学报,2015,35(10):3190~3198

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