植物生态学报 ›› 2012, Vol. 36 ›› Issue (1): 30-38.DOI: 10.3724/SP.J.1258.2012.00030 cstr: 32100.14.SP.J.1258.2012.00030
收稿日期:2011-04-28
接受日期:2011-11-07
出版日期:2012-04-28
发布日期:2012-01-05
作者简介:*(E-mail:zhaoxh@bjfu.edu.cn)
JIANG Jun, ZHANG Chun-Yu, ZHAO Xiu-Hai*(
)
Received:2011-04-28
Accepted:2011-11-07
Online:2012-04-28
Published:2012-01-05
摘要:
种-面积关系是生态学中的基本问题, 其构建方式对种-面积关系的影响以及最优种-面积模型的选择仍然存在争议。该文利用吉林蛟河42 hm2针阔混交林样地数据, 分别采用巢式样方法和随机样方法建立对数模型、幂函数模型和逻辑斯蒂克模型, 并通过赤池信息量准则(AIC)检验种-面积模型优度。结果表明, 种-面积关系受到取样方法的影响, 随机样方法的拟合效果优于巢式样方法。采用随机样方法构建的幂指数模型(AIC = 89.11)和逻辑斯蒂克模型(AIC = 71.21)优于对数模型(AIC = 113.81)。根据AIC值可知, 随机样方法构建的逻辑斯蒂克模型是拟合42 hm2针阔混交林样地种-面积关系的最优模型。该研究表明: 在分析种-面积关系时不仅应考虑尺度效应, 还需注意生境变化及群落演替的影响。
姜俊, 张春雨, 赵秀海. 吉林蛟河42 hm2针阔混交林样地植物种-面积关系. 植物生态学报, 2012, 36(1): 30-38. DOI: 10.3724/SP.J.1258.2012.00030
JIANG Jun, ZHANG Chun-Yu, ZHAO Xiu-Hai. Plant species-area relationship in a 42-hm2 research plot of coniferous and board-leaved mixed forest in Jiaohe, Jilin Province, China. Chinese Journal of Plant Ecology, 2012, 36(1): 30-38. DOI: 10.3724/SP.J.1258.2012.00030
| 分布区类型 Distribution area type | 属数 No. of genera | 比率 Rate (%) |
|---|---|---|
| 1 世界分布 Cosmopolitan distribution | 1 | 3. 57 |
| 2 泛热带分布 Pantropic distribution | 1 | 3. 57 |
| 8 北温带分布 North temperate distribution | 20 | 71. 40 |
| 10 旧世界温带分布 Old world temperate distribution | 1 | 3. 57 |
| 14 东亚分布 East Asia distribution | 4 | 14. 29 |
| 14-2 中国-日本分布 Sino-Japan distribution | 1 | 3. 57 |
| 合计 Total | 28 | 100. 00 |
表1 42 hm2样地木本植物区系类型
Table 1 Areal-types of woody plant in a 42-hm2sample plot
| 分布区类型 Distribution area type | 属数 No. of genera | 比率 Rate (%) |
|---|---|---|
| 1 世界分布 Cosmopolitan distribution | 1 | 3. 57 |
| 2 泛热带分布 Pantropic distribution | 1 | 3. 57 |
| 8 北温带分布 North temperate distribution | 20 | 71. 40 |
| 10 旧世界温带分布 Old world temperate distribution | 1 | 3. 57 |
| 14 东亚分布 East Asia distribution | 4 | 14. 29 |
| 14-2 中国-日本分布 Sino-Japan distribution | 1 | 3. 57 |
| 合计 Total | 28 | 100. 00 |
| 树种 Tree species | 多度 Abundance | 胸高断面积 Basal area (m2?hm-2) | 占总胸高断面积的比率 Percentage of total basal area (%) | 每公顷株数 Individuals per hectare | 最大胸径 Maximum DBH (cm) |
|---|---|---|---|---|---|
| 紫椴 Tilia amurensis | 2 765 | 3. 29 | 10. 31 | 66 | 82.3 |
| 胡桃楸 Juglans mandshurica | 2 113 | 3. 65 | 11. 43 | 50 | 82.6 |
| 色木槭 Acer mono | 9 604 | 5. 21 | 16. 32 | 229 | 90.0 |
| 红松 Pinus koraiensis | 2 546 | 4. 28 | 13. 41 | 60 | 81.3 |
| 水曲柳 Fraxinus mandshurica | 2 155 | 3. 62 | 11. 34 | 51 | 86.6 |
| 其他 Other | 35 469 | 11. 86 | 37. 17 | 844 | 108.1 |
| 总计 Total | 54 652 | 31. 91 | 100 | 1 301 |
表2 42 hm2样地5个主要物种的结构组成
Table 2 Composition and structure of five main species in a 42-hm2sample plot
| 树种 Tree species | 多度 Abundance | 胸高断面积 Basal area (m2?hm-2) | 占总胸高断面积的比率 Percentage of total basal area (%) | 每公顷株数 Individuals per hectare | 最大胸径 Maximum DBH (cm) |
|---|---|---|---|---|---|
| 紫椴 Tilia amurensis | 2 765 | 3. 29 | 10. 31 | 66 | 82.3 |
| 胡桃楸 Juglans mandshurica | 2 113 | 3. 65 | 11. 43 | 50 | 82.6 |
| 色木槭 Acer mono | 9 604 | 5. 21 | 16. 32 | 229 | 90.0 |
| 红松 Pinus koraiensis | 2 546 | 4. 28 | 13. 41 | 60 | 81.3 |
| 水曲柳 Fraxinus mandshurica | 2 155 | 3. 62 | 11. 34 | 51 | 86.6 |
| 其他 Other | 35 469 | 11. 86 | 37. 17 | 844 | 108.1 |
| 总计 Total | 54 652 | 31. 91 | 100 | 1 301 |
图1 样地5个主要树种的径阶分布。A, 紫椴。B, 胡桃楸。C, 色木槭。D, 红松。E, 水曲柳。F, 全部个体。
Fig. 1 Size-class distribution of five main species in plot. A, Tilia amurensis. B, Juglans mandshurica. C, Acer mono. D, Pinus koraiensis. E, Fraxinus mandshurica. F, Total.
图2 42 hm2样地巢式取样法获得的3种模型的种-面积曲线。Ln (取样面积)表示对面积取自然对数形式。
Fig. 2 Three species-area curves for nest sample design in a 42-hm2 plot. Ln (area of sample) represents the natural logarithm form of sampling area.
| 取样方法 Sampling design | 种-面积模型 Species-area model | 模型参数 Model parameter | |||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|
| B | Z | A | AIC | ||||||||
| 巢式取样 Nest sample design | 对数模型 Logarithmic | -22. 16** | 5. 46*** | - | 129. 97 | ||||||
| 幂函数模型 Power | 3. 11*** | 0. 22*** | - | 95. 91 | |||||||
| 逻辑斯蒂克模型 Logistic | 1. 75*** | 0. 32*** | 0. 02*** | 84. 67 | |||||||
| 随机取样 Random sample design | 对数模型 Logarithmic | -20. 43*** | 5. 52*** | - | 89. 11 | ||||||
| 幂函数模型 Power | 4. 56*** | 0. 19*** | - | 113. 81 | |||||||
| 逻辑斯蒂克模型 Logistic | 1. 45*** | 0. 39*** | 0. 02*** | 71. 21 | |||||||
表3 巢式取样和随机取样下3个种-面积模型的优度检验
Table 3 Evaluation of the goodness-of-fit of three species-area models using nest sample design and random sample design
| 取样方法 Sampling design | 种-面积模型 Species-area model | 模型参数 Model parameter | |||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|
| B | Z | A | AIC | ||||||||
| 巢式取样 Nest sample design | 对数模型 Logarithmic | -22. 16** | 5. 46*** | - | 129. 97 | ||||||
| 幂函数模型 Power | 3. 11*** | 0. 22*** | - | 95. 91 | |||||||
| 逻辑斯蒂克模型 Logistic | 1. 75*** | 0. 32*** | 0. 02*** | 84. 67 | |||||||
| 随机取样 Random sample design | 对数模型 Logarithmic | -20. 43*** | 5. 52*** | - | 89. 11 | ||||||
| 幂函数模型 Power | 4. 56*** | 0. 19*** | - | 113. 81 | |||||||
| 逻辑斯蒂克模型 Logistic | 1. 45*** | 0. 39*** | 0. 02*** | 71. 21 | |||||||
图3 42 hm2样地随机取样法获得的3种模型的种-面积曲线。Ln (取样面积)表示对面积取自然对数形式。
Fig. 3 Three species-area curves for random sample design in a 42-hm2 plot. Ln (area of sample) represents the natural logarithm form of sampling area.
| 取样方法 Sampling design | 种-面积模型 Species-area model | AIC | ||
|---|---|---|---|---|
| 10 hm2 | 25 hm2 | 42 hm2 | ||
| 巢式取样 Nest sample design | 对数模型 Logarithmic | 129. 91 | 150. 61 | 129. 97 |
| 幂函数模型 Power | 81. 11 | 97. 61 | 95. 91 | |
| 逻辑斯蒂克模型 Logistic | 82. 63 | 94. 06 | 84. 67 | |
| 随机取样 Random sample design | 对数模型 Logarithmic | 75. 31 | 126. 98 | 89. 11 |
| 幂函数模型 Power | 62. 57 | 94. 42 | 113. 81 | |
| 逻辑斯蒂克模型 Logistic | 94. 81 | 97. 42 | 71. 21 |
表4 不同尺度下3个种-面积模型的优度检验
Table 4 Evaluation of the goodness-of-fit of three species-area models at varying size
| 取样方法 Sampling design | 种-面积模型 Species-area model | AIC | ||
|---|---|---|---|---|
| 10 hm2 | 25 hm2 | 42 hm2 | ||
| 巢式取样 Nest sample design | 对数模型 Logarithmic | 129. 91 | 150. 61 | 129. 97 |
| 幂函数模型 Power | 81. 11 | 97. 61 | 95. 91 | |
| 逻辑斯蒂克模型 Logistic | 82. 63 | 94. 06 | 84. 67 | |
| 随机取样 Random sample design | 对数模型 Logarithmic | 75. 31 | 126. 98 | 89. 11 |
| 幂函数模型 Power | 62. 57 | 94. 42 | 113. 81 | |
| 逻辑斯蒂克模型 Logistic | 94. 81 | 97. 42 | 71. 21 |
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