植物生态学报 ›› 2024, Vol. 48 ›› Issue (2): 180-191.DOI: 10.17521/cjpe.2023.0209 cstr: 32100.14.cjpe.2023.0209
所属专题: 生态系统结构与功能
王丽萍1, 乌俊杰1, 柴勇2,3,4,*(), 李家华5, 杨昌级5, 赵士杰5
收稿日期:
2023-07-18
接受日期:
2023-11-27
出版日期:
2024-02-28
发布日期:
2023-12-08
通讯作者:
* (基金资助:
WANG Li-Ping1, WU Jun-Jie1, CHAI Yong2,3,4,*(), LI Jia-Hua5, YANG Chang-Ji5, ZHAO Shi-Jie5
Received:
2023-07-18
Accepted:
2023-11-27
Online:
2024-02-28
Published:
2023-12-08
Contact:
* (Supported by:
摘要:
树种的空间格局和关联性能够反映种间关系及其与周围环境的相互作用, 对揭示群落构建和物种共存机制具有重要意义。因此, 为探究高黎贡山南段中山湿性常绿阔叶林树种的空间分布格局, 以高黎贡山4 hm2样地内胸径≥1 cm的所有木本植物为研究对象, 采用点格局分析方法分析重要值前10的优势物种的空间分布及其种间关联性。结果表明: (1) 10个优势种及整个样地的径级结构都呈现倒“J”形, 为增长型, 有利于种群的更新。(2)优势种在小尺度为聚集分布; 随着尺度的增加, 聚集程度降低; 大尺度为随机分布和均匀分布。而去除环境异质性后, 聚集分布的尺度范围缩小, 随机分布和均匀分布的尺度范围增大。(3)在双变量成对相关函数检验模拟下, 10个物种间关联性的完全空间随机模型主要以显著正关联为主, 先决条件模型以无关联为主。研究表明, 高黎贡山的10个优势种的分布格局及其关联性随尺度而变化, 进一步证明物种的空间分布具有较强的尺度依赖性, 并且该森林可能受到扩散限制、负密度制约和生境异质性等影响。
王丽萍, 乌俊杰, 柴勇, 李家华, 杨昌级, 赵士杰. 高黎贡山中山湿性常绿阔叶林优势种空间分布格局及其关联性. 植物生态学报, 2024, 48(2): 180-191. DOI: 10.17521/cjpe.2023.0209
WANG Li-Ping, WU Jun-Jie, CHAI Yong, LI Jia-Hua, YANG Chang-Ji, ZHAO Shi-Jie. Spatial patterns and associations of dominant species in a subtropical mid-mountain moist evergreen broadleaf forest in Gaoligong Mountains, Southwest China. Chinese Journal of Plant Ecology, 2024, 48(2): 180-191. DOI: 10.17521/cjpe.2023.0209
物种名 Species name | 多度 Abundance | 频度 Frequency | 相对多度 Relative abundance (%) | 相对频度 Relative frequency (%) | 相对显著度 Relative dominance (%) | 重要值 Important value (%) |
---|---|---|---|---|---|---|
多花山矾 Symplocos ramosissima | 837 | 82 | 7.937 | 2.936 | 1.563 | 4.145 |
肖樱叶柃 Eurya pseudocerasifera | 454 | 82 | 4.305 | 2.936 | 4.599 | 3.947 |
长果大头茶 Polyspora longicarpa | 181 | 48 | 1.716 | 1.719 | 7.640 | 3.692 |
龙陵新木姜子 Neolitsea lunglingensis | 518 | 84 | 4.912 | 3.008 | 2.669 | 3.529 |
硬壳柯 Lithocarpus hancei | 474 | 80 | 4.495 | 2.864 | 2.991 | 3.450 |
薄片青冈 Quercus lamellosa | 213 | 76 | 2.020 | 2.721 | 5.517 | 3.419 |
毛柄槭 Acer pubipetiolatum | 453 | 72 | 4.295 | 2.578 | 3.356 | 3.410 |
尖叶桂樱 Prunus undulata | 337 | 89 | 3.196 | 3.187 | 3.827 | 3.403 |
多沟杜英 Elaeocarpus lacunosus | 192 | 70 | 1.821 | 2.506 | 5.295 | 3.207 |
星毛鸭脚木 Heptapleurum minutistellatum | 277 | 73 | 2.627 | 2.614 | 4.089 | 3.110 |
合计 Total | 3 939 | 756 | 37.324 | 27.069 | 41.546 | 35.312 |
表1 高黎贡山样地重要值前10的物种
Table 1 Top ten dominant tree species with importance values in the plot of Gaoligong Mountains
物种名 Species name | 多度 Abundance | 频度 Frequency | 相对多度 Relative abundance (%) | 相对频度 Relative frequency (%) | 相对显著度 Relative dominance (%) | 重要值 Important value (%) |
---|---|---|---|---|---|---|
多花山矾 Symplocos ramosissima | 837 | 82 | 7.937 | 2.936 | 1.563 | 4.145 |
肖樱叶柃 Eurya pseudocerasifera | 454 | 82 | 4.305 | 2.936 | 4.599 | 3.947 |
长果大头茶 Polyspora longicarpa | 181 | 48 | 1.716 | 1.719 | 7.640 | 3.692 |
龙陵新木姜子 Neolitsea lunglingensis | 518 | 84 | 4.912 | 3.008 | 2.669 | 3.529 |
硬壳柯 Lithocarpus hancei | 474 | 80 | 4.495 | 2.864 | 2.991 | 3.450 |
薄片青冈 Quercus lamellosa | 213 | 76 | 2.020 | 2.721 | 5.517 | 3.419 |
毛柄槭 Acer pubipetiolatum | 453 | 72 | 4.295 | 2.578 | 3.356 | 3.410 |
尖叶桂樱 Prunus undulata | 337 | 89 | 3.196 | 3.187 | 3.827 | 3.403 |
多沟杜英 Elaeocarpus lacunosus | 192 | 70 | 1.821 | 2.506 | 5.295 | 3.207 |
星毛鸭脚木 Heptapleurum minutistellatum | 277 | 73 | 2.627 | 2.614 | 4.089 | 3.110 |
合计 Total | 3 939 | 756 | 37.324 | 27.069 | 41.546 | 35.312 |
图2 高黎贡山样地重要值前4的优势种及样地全部物种的径级分布。
Fig. 2 Diameter class distribution of the top four dominant species with important values and the species of whole plot in Gaoligong Mountains. DBH, diameter at breast height.
图4 高黎贡山样地重要值前4的优势种在完全空间随机(CSR)和异质泊松(HP)零模型下的空间分布。实线表示成对相关函数g(r)的函数值, 虚线表示成对相关函数g(r)的期望值; 灰色阴影部分表示99%的置信区间。
Fig. 4 Spatial distribution of the top four dominant species with important values under the null model of complete spatial randomness (CSR) and heterogeneous Poisson (HP) in Gaoligong Mountains. Solid lines are the function value of the bivariate pair-correlation g(r) function, dotted lines are the theoretical value of the g(r) function; the gray shaded parts are 99% confidence interval.
图5 高黎贡山样地重要值前4的优势种在完全零模型(CSR)下的种间关联性。实线表示成对相关函数g12(r)的函数值, 虚线表示成对相关函数g12(r)的期望值; 灰色阴影部分表示99%的置信区间。
Fig. 5 Spatial association among the top four dominant species with important values under the null model of complete spatial randomness (CSR) in Gaoligong Mountains. Solid lines are the function value of the bivariate pair-correlation g12(r) function, dotted lines are the theoretical value of the g12(r) function; the gray shaded parts are 99% confidence interval. Ep, Eurya pseudocerasifera; Nl, Neolitsea lunglingensis; Pl, Polyspora longicarpa; Sr, Symplocos ramosissima.
图6 高黎贡山样地重要值前4的优势种在先决条件零模型(AC)下的种间关联性。实线表示成对相关函数g12(r)的函数值, 虚线表示成对相关函数g12(r)的期望值; 灰色阴影部分表示99%的置信区间。
Fig. 6 Spatial association among the top four dominant species with important values under the null model of antecedent condition (AC) in Gaoligong Mountains. Solid lines are the function value of the bivariate pair-correlation g12(r) function, dotted lines are the theoretical value of the g12(r) function; the gray shaded parts are 99% confidence interval. Ep, Eurya pseudocerasifera; Nl, Neolitsea lunglingensis; Pl, Polyspora longicarpa; Sr, Symplocos ramosissima.
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