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    两种竞争指数对杉木生长和生物量评估的影响

    Effects of two types of competition indices on growth and biomass assessment of Cunninghamia lanceolata

    • 摘要:
      目的 通过比较综合竞争指数与Hegyi竞争指数,探索林木竞争对杉木生长和生物量的影响,并深入解析综合竞争指数在杉木生物量模型中的作用。
      方法 以福建省将乐国有林场的杉木人工林为研究对象,基于胸径计算Hegyi竞争指数,结合胸径、树高和冠幅构建综合竞争指数;采用相关系数Kendall’s tau 和 Spearman’s rho,检验两种竞争指数与杉木生长及生物量的相关性;通过散点图拟合,分析林木竞争对杉木生长因子及生物量的影响;利用三级联合控制方案将胸径、树高和综合竞争指数纳入到杉木相容性生物量模型中,系统研究杉木立木及其各组分的生物量。
      结果 (1)相关性分析表明,无论是Hegyi竞争指数还是综合竞争指数,均与杉木的生长和生物量呈显著负相关(Kendall’s tau和Spearman’s rho,P < 0.01),其中综合竞争指数的两种相关系数绝对值均高于Hegyi竞争指数,表明其解释能力更强。(2)散点图拟合结果表明,两种竞争指数与胸径、树高、冠幅及各生物量组分(如树干、树枝、树叶和根系)之间均呈显著的幂函数关系,且随着竞争强度的增加,这些因子呈下降趋势。综合竞争指数在拟合生长因子和生物量方面的表现优于Hegyi竞争指数。(3)在构建杉木生物量模型的过程中,引入了综合竞争指数,并采用三级联合控制方案,成功构建了杉木生物量相容性模型。该模型以整株生物量为核心,通过科学的模型构建方法,有效协调了整株生物量与各分项生物量之间,以及不同分项生物量间的相容性问题。
      结论 林木竞争对杉木生长产生了显著的抑制效应。与Hegyi竞争指数相比,综合竞争指数提供了更加全面且精确的林木竞争强度评估。将综合竞争指数纳入杉木生物量模型后,模型的拟合和预测准确度得到提升,表明综合竞争指数不仅在理论上具有重要价值,而且在实际应用中具有较高的适用性。

       

      Abstract:
      Objective This paper aims to explore the effects of tree competition on growth and biomass of Cunninghamia lanceolata by comparing comprehensive competition index (CCI) with the Hegyi competition index (HCI), and to further elucidate the role of CCI in biomass model of Cunninghamia lanceolata.
      Method (1) This study was conducted in Cunninghamia lanceolata plantations of Jiangle State Forest Farm in Fujian Province of eastern China. The HCI was calculated based on DBH, while CCI was constructed by integrating DBH, tree height and crown width. The relationship between two competition indices and growth as well as biomass of Cunninghamia lanceolata were tested using Kendall’s tau and Spearman’s rho correlation coefficients. The effects of tree competition on growth factors and biomass were analyzed through fitting scatter plots. A compatible biomass model for Cunninghamia lanceolata was developed by incorporating DBH, tree height and CCI using a three-level joint control scheme, and a systematic study was conducted on biomass models of Cunninghamia lanceolata trees and their individual components.
      Result (1) Correlation analysis revealed that both HCI and CCI exhibited significantly negative correlations (Kendall’s tau and Spearman’s rho) with growth and biomass of Cunninghamia lanceolata (P < 0.01). Moreover, the absolute values of correlation coefficients for CCI were greater than those for HCI. (2) Scatter plot fitting showed significant power function relationships between two competition indices and DBH, tree height, crown width, and biomass components (bole, branches, leaves and roots) of Cunninghamia lanceolata. As competition index increased, the biomass of DBH, tree height, bole, branches, leaves, and roots all decreased. Notably, CCI outperformed HCI in fitting growth factors and biomass of Cunninghamia lanceolata with higher coefficients of determination. (3) In the process of developing biomass model for Cunninghamia lanceolata, CCI was introduced and a three-level joint control scheme was applied. A compatible biomass model was successfully constructed. This model, centered on the whole-tree biomass, effectively coordinated compatibility between whole-tree biomass and its individual components, as well as among different components.
      Conclusion Tree competition significantly inhibits the growth of Cunninghamia lanceolata. Compared with HCI, CCI provides a more comprehensive and accurate assessment of tree competition intensity. Incorporating CCI into biomass model of Cunninghamia lanceolata enhances the model’s fitting and prediction accuracy. This indicates that CCI not only has theoretical value but also demonstrates its applicability in practical use.

       

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