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典型中亚热带天然阔叶林林木高径比与胸径及树高关系

The Relationship Between Height-to-diameter Ratio and DBH and Tree Height in Typical Natural Broad-leaved Forests in Mid-subtropical Zone

  • 摘要:
    目的 揭示典型中亚热带天然阔叶林各林层林木高径比与胸径及树高的关系特征,为中亚热带人工阔叶林、半天然林和天然阔叶林可持续经营提供参考。
    方法 在建瓯万木林省级自然保护区内5个最典型中亚热带天然阔叶林分中,分别设置50 m × 50 m的样地,运用Spearman秩相关系数分析典型林分各林层林木高径比与胸径及树高的相关性,选用指数函数和双曲线函数拟合各林层林木高径比与胸径关系曲线。
    结果 5个样地全林林木高径比平均值为103.1,各亚层高径比平均值排序为:第Ⅲ亚层(112.7) > 第Ⅱ亚层(89.0) > 第Ⅰ亚层(66.9);各亚层最小值与最大值排序与其平均值排序一致。各样地各林层林木高径比与胸径均呈现极显著负相关且相关系数都较高,相关系数绝对值第Ⅰ亚层(0.896~0.961)和第Ⅱ亚层(0.912~0.971)最高,全林(0.613~0.749)居中,第Ⅲ亚层(0.415~0.596)最低;各样地各林层林木高径比与树高的关系较为复杂且相关系数绝对值都较低(0.020~0.480)。采用指数函数拟合第Ⅰ亚层、第Ⅱ亚层林木高径比与胸径关系曲线的R2分别为0.852~0.906和0.830~0.914,而拟合全林分和第Ⅲ亚层的R2分别为0.465~0.575和0.202~0.399;采用双曲线函数拟合第Ⅰ亚层、第Ⅱ亚层林木高径比与胸径关系曲线的R2分别为0.874~0.937和0.856~0.968,而拟合全林分和第Ⅲ亚层的R2分别为0.387~0.536和0.186~0.350;指数函数拟合全林分和第Ⅲ亚层林木高径比-胸径关系的R2相对较高,RMSEAMR相对较小,而双曲线函数拟合第Ⅰ亚层和第Ⅱ亚层林木高径比-胸径关系的R2相对较高, RMSEAMR 相对较小。
    结论 典型中亚热带天然阔叶林林木高径比会因所属亚层的不同而变化,因此有必要分亚层来探讨林木高径比与胸径及树高关系;同一亚层的林木高径比也会因胸径不同而变化,各林层林木高径比与胸径均呈现极显著负相关且相关系数都较高,其关系曲线拟合是有意义且必要的;双曲线函数能很好地描述第Ⅰ亚层和第Ⅱ亚层的关系曲线,指数函数更适合描述全林分和第Ⅲ亚层的关系曲线;各林层林木高径比与树高的关系较为复杂且相关系数都较低,其关系曲线拟合是没有意义的;典型中亚热带天然阔叶林林木高径比特征需要且可以采用各林层林木高径比与胸径的关系曲线来表达。

     

    Abstract:
    Objective To provide a typical reference in the aspect of height-to-diameter ratio of broad-leaved trees for the sustainable management of artificial broad-leaved forest, semi-natural broad-leaved forest and natural broad-leaved forest in mid-subtropical zone, the relationship between tree height-to-diameter ratio and DBH and tree height were revealed in each stratum of typical natural broad-leaved forests.
    Method In Jian’ou Wanmulin Provincial Nature Reserve, 50 m × 50 m plots were set up in 5 most typical natural broad-leaved forest in mid-subtropical zone respectively. Spearman rank correlation coefficient was used to analyze the correlation between tree height-to-diameter ratio and DBH and tree height in each stratum, and exponential function and hyperbola equation were chosen to fit the relationship between height-to-diameter ratio and DBH in each stratum.
    ResultsThe variation range of the average value of the height-to-diameter ratio in each stratum was not large. The average height-to-diameter ratio of the stand in the 5 sample plots was 103.1. The mean height-to-diameter ratio in stratum Ⅲ(112.7) was the largest, followed by stratum Ⅱ (89.0) and stratum Ⅰ(66.9), as well as in the minimum and maximum values. The height-to-diameter ratio of each stratum showed a significant negative correlation with DHB and the correlation coefficient was high. The absolute value of correlation coefficient was the highest in stratum Ⅰ(0.896~0.961) and stratum Ⅱ(0.912~0.971), the middle in the stand(0.613~0.749), and the lowest in stratum Ⅲ(0.415~0.596).The relationship between tree height-to-diameter ratio and tree height in each stratum was complex and the absolute value of correlation coefficient was low (< 0.480). The stand showed extremely negative correlation, but the absolute value of correlation coefficient was low (0.283~0.458). The R2 of the tree height-to-diameter ratio and DBH in stratum Ⅰ and stratum Ⅱ fitted by exponential function were 0.852~0.906 and 0.830~0.914, respectively, while the R2 of the stand and stratum Ⅲ were 0.465~0.575 and 0.202~0.399, respectively. The R2 of the height-to-diameter ratio and DBH in stratum Ⅰ and stratum Ⅱ fitted by hyperbolic curve were 0.874~0.937 and 0.856~0.968, respectively, while the R2 of the stand and stratum Ⅲ were 0.387~0.536 and 0.186~0.350, respectively. Exponential function fitting stand and stratum Ⅰ relationship of DBH than height-to-diameter ratio of R2 was relatively high, and RMSE and AMR was relatively small. hyperbola from fitting relationship of DBH than height-to-diameter ratio stratum Ⅰ and stratum Ⅱ fitted by hyperbola equation had relatively high R2 and small RMSE and AMR was values.
    Conclusion The tree height/diameter ratio of typical natural broad-leaved forest in mid-subtropical zone varies with the stratum. The tree height/diameter ratio in the same stratum also varies with DBH. The height-to-diameter ratio and DBH in each stratum shows a very significant negative correlation and the correlation coefficient is high, and the curve fitting of the relationship is significant. Hyperbolic function can well describe the relationship between height-to-diameter ratio and DBH in the stratum Ⅰ and stratum Ⅱ, while exponential function is more suitable to describe the relationship between height-to-diameter ratio and DBH in the stand and the stratum Ⅲ. The relationship between tree height-to-diameter ratio and tree height in each stratum is complex and the correlation coefficient is low. In the typical natural broad-leaved forest of the mid-subtropical zone, the characteristics of tree height/diameter ratio can be expressed by the relationship curve between tree height to diameter and DBH of each stratum.

     

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