高级检索+

基于空间结构指数的不同森林群落稳定性研究

周梦丽, 张青, 亢新刚, 郭韦韦, 季蕾, 李成富

周梦丽, 张青, 亢新刚, 郭韦韦, 季蕾, 李成富. 基于空间结构指数的不同森林群落稳定性研究[J]. 植物科学学报, 2016, 34(5): 724-733. DOI: 10.11913/PSJ.2095-0837.2016.50724
引用本文: 周梦丽, 张青, 亢新刚, 郭韦韦, 季蕾, 李成富. 基于空间结构指数的不同森林群落稳定性研究[J]. 植物科学学报, 2016, 34(5): 724-733. DOI: 10.11913/PSJ.2095-0837.2016.50724
ZHOU Meng-Li, ZHANG Qing, KANG Xin-Gang, GUO Wei-Wei, JI Lei, LI Cheng-Fu. Study on the Stability of Forest Communities Based on the Spatial Structure Index[J]. Plant Science Journal, 2016, 34(5): 724-733. DOI: 10.11913/PSJ.2095-0837.2016.50724
Citation: ZHOU Meng-Li, ZHANG Qing, KANG Xin-Gang, GUO Wei-Wei, JI Lei, LI Cheng-Fu. Study on the Stability of Forest Communities Based on the Spatial Structure Index[J]. Plant Science Journal, 2016, 34(5): 724-733. DOI: 10.11913/PSJ.2095-0837.2016.50724
周梦丽, 张青, 亢新刚, 郭韦韦, 季蕾, 李成富. 基于空间结构指数的不同森林群落稳定性研究[J]. 植物科学学报, 2016, 34(5): 724-733. CSTR: 32231.14.PSJ.2095-0837.2016.50724
引用本文: 周梦丽, 张青, 亢新刚, 郭韦韦, 季蕾, 李成富. 基于空间结构指数的不同森林群落稳定性研究[J]. 植物科学学报, 2016, 34(5): 724-733. CSTR: 32231.14.PSJ.2095-0837.2016.50724
ZHOU Meng-Li, ZHANG Qing, KANG Xin-Gang, GUO Wei-Wei, JI Lei, LI Cheng-Fu. Study on the Stability of Forest Communities Based on the Spatial Structure Index[J]. Plant Science Journal, 2016, 34(5): 724-733. CSTR: 32231.14.PSJ.2095-0837.2016.50724
Citation: ZHOU Meng-Li, ZHANG Qing, KANG Xin-Gang, GUO Wei-Wei, JI Lei, LI Cheng-Fu. Study on the Stability of Forest Communities Based on the Spatial Structure Index[J]. Plant Science Journal, 2016, 34(5): 724-733. CSTR: 32231.14.PSJ.2095-0837.2016.50724

基于空间结构指数的不同森林群落稳定性研究

基金项目: 国家林业局948项目(2013-4-66)。
详细信息
    作者简介:

    周梦丽(1990-),女,硕士研究生,研究方向为森林可持续经营(Email:1257304343@qq.com)。

    通讯作者:

    张青(E-mail:zhangq@bjfu.edu.cn)。

  • 中图分类号: Q948

Study on the Stability of Forest Communities Based on the Spatial Structure Index

Funds: This work was supported by a grant from the "948" Projects of the National Forestry Bureau (2013-4-66).
  • 摘要: 以长白山杨桦次生林、云冷杉针阔混交林、云冷杉近原始林为研究对象,基于微观经济学中的柯布—道格拉斯生产函数相关理论,以3个常用的空间结构指标(混交度、大小比数、角尺度)为“投入”,林分整体空间结构为“产出”,构建林分空间结构生产函数,定义了林分空间结构指数(FSSI)并计算了林分空间结构距离(FSSD)。利用这5个指标分析比较不同演替阶段森林群落的空间结构特点,从而评价各演替阶段的稳定性。结果表明:不同演替阶段森林群落的混交度值均不相同,云冷杉近原始林平均混交度最大,云冷杉针阔混交林次之,杨桦次生林最小;大小比数对不同森林群落空间结构影响较小,其值基本为0.49~0.52;3种森林群落水平分布状态为云冷杉针阔混交林和云冷杉近原始林随机分布,杨桦次生林聚集分布;其空间结构指数大小及与理想结构接近程度排序为:云冷杉近原始林 >云冷杉针阔混交林 >杨桦次生林。因此,云冷杉近原始林空间结构较好,稳定性最佳。
    Abstract: This study was carried out in three forest communities (polar-birch secondary forest, spruce-fir mixed forest and spruce-fir near pristine forest). Based on the Cobb-Douglas production function theory in microeconomics, the production function of the spatial structure of the forests was constructed with three commonly used stand spatial structure indices (mingling degree, neighborhood comparison, and uniform angle index) as inputs and the forest spatial structure as output. The forest spatial structure index (FSSI) was defined and the forest spatial structure distance (FSSD) was calculated. To evaluate the stability of each successional stage, the 5 indices were analyzed and the spatial structure characteristics of the forest communities in different successional stages were compared. Results indicated that the mingling degree of forest communities in different successional stages was diverse. The average mingling degree was highest for the spruce-fir near pristine forest (0.81), followed by that of the spruce-fir mixed forest, and lastly that of the polar-birch secondary forest. Neighborhood comparison had little effect on the spatial structure of the forest communities in different successional stages, and values ranged from 0.49-0.52. Horizontal distribution of the three forest communities indicated random distribution for spruce-fir mixed forest and spruce-fir near pristine forest and aggregated distribution for polar-birch secondary forest. The spatial structure index size and degree of closeness to the ideal structure was in the order spruce-fir near pristine forest >spruce-fir mixed forest >polar-birch secondary forest. Thus, both the spatial structure and stability of the spruce-fir near pristine forest were the best.
  • [1] 王国宏. 再论生物多样性与生态系统的稳定性[J].生物多样性, 2002, 10(1):126-134. Wang GH. Further thoughts on diversity and stability in ecosystems[J]. Biodiversity Science, 2002, 10(1):126-134.
    [2] MacArthur R. Fluctuations of animal populations and a measure of community stability[J]. Ecology, 1995, 36(3):533-536.
    [3] Tilman D. Biodiversity:population versus ecosystem stability[J]. Ecology, 1996, 77(2):350-363.
    [4] Grimm V, Schmidt E, Wissel C. On the application of stability concepts in ecology[J]. Ecol Model, 1992, 63(1-4):143-161.
    [5] 惠刚盈, 胡艳波. 混交林树种空间隔离程度表达方式的研究[J]. 林业科学研究, 2001, 14(1):23-27. Hui GY, Hu YB. Measuring species spatial isolation in mixed forests[J]. Forest Research, 2001, 14(1):23-27.
    [6] 惠刚盈. 角尺度——一个描述林木个体分布格局的结构参数[J]. 林业科学, 1999, 35(1):37-42. Hui GY. The neighbourhood pattern-A new structure parameter for describing distribution of forest tree position[J]. Scientia Silvae Sinicae, 1999, 35(1):37-42.
    [7] 张会儒, 唐守正. 森林生态采伐理论[J].林业科学, 2008, 44(10):127-131. Zhang HR, Tang SZ. Theory of eclogy-based forest harvesting[J]. Scientia Silvae Sinicae, 2008, 44(10):127-131.
    [8] 叶芳, 彭世揆. 种群空间分布理论的发展历史及其现状[J]. 林业资源管理, 1997(6):55-58. Ye F, Peng SK. The development history and current situation of population spatial distribution theory[J]. Forestry Resource Management, 1997(6):55-58.
    [9] 许涵, 李意德, 骆土寿, 林明献, 陈德祥, 莫锦华, 罗文, 洪小江, 蒋忠亮. 尖峰岭热带山地雨林不同更新林的群落特征[J]. 林业科学, 2009, 45(1):14-20. Xu H, Li YD, Luo TS, Lin MX, Chen DX, Mo JH, Luo W, Hong XJ, Jiang ZL. Community structure characteristics of tropical montane rain forests with different regeneration types in Jianfengling[J]. Scientia Silvae Sinicae, 2009, 45(1):14-20.
    [10] Tilman D. Causes, consequences and ethics of biodiversity[J]. Nature, 2000, 405:208-211.
    [11] Tilman D, Reich PB, Knops J, Wedin D, Mielke T, Lehman C. Diversity and productivity in a long-term grassland experiment[J]. Science, 2001, 294:843-845.
    [12] 刘国城. 生态系统复杂性怎样导致稳定性?[J]. 东北林业大学学报, 1992, 19(6):9-14. Liu GC. How can the complexity result in the stability in ecosystem?[J]. Jouranl of Northest Forestry University, 1992, 19(6):9-14.
    [13] 闫东锋, 李纪亮, 何瑞珍, 韩磊, 郭欢欢. 宝天曼栎类天然次生林群落稳定性研究[J]. 西北林学院学报, 2006, 21(5):69-73. Yan DF, Li JL, He RZ, Han L, Guo HH. Community stability of oak natural secondary forest in Baotianman Nature Reserve[J]. Journal of Northwest Forestry University, 2006, 21(5):69-73.
    [14] 郭其强, 张文辉, 曹旭平. 基于模糊综合评判的森林群落稳定性评价体系模型构建——以黄龙山主要森林群落为例[J]. 林业科学, 2009, 45(10):19-24. Guo QQ, Zhang WH, Cao XP. Establishment of an evaluation model of the forest community stability based on fuzzy synthetic evaluation:A case study of main forest communities in Huanglong Mountians[J]. Scientia Silvae Sinicae, 2009, 45(10):19-24.
    [15] 李荣, 张文辉, 何景峰, 周建云. 不同间伐强度对辽东栎林群落稳定性的影响[J]. 应用生态学报, 2011, 22(1):14-20. Li R, Zhang WH, He JF, Zhou JY. Effects of thinning intensity on community stability of Quercus Iiaotungensis forest on Loess Plateau[J]. Chinese Journal of Applied Ecology, 2011, 22(1):14-20.
    [16] 吴金卓, 蔡小溪, 林文树, 孔琳琳, 彭萱亦. 吉林蛟河不同演替阶段针阔混交林木本植物α多样性评价[J]. 林业科技开发, 2015, 29(3):128-132. Wu JZ, Cai XX, Lin WS, Kong LL, Peng XY. α biodiversity evaluation for the conifer and broad-leaved mixed forests at different successional stages in Jiaohe, Jilin Province[J]. China Forestry Science and Technology, 2015, 29(3):128-132.
    [17] 吴初平, 张骏, 沈爱华, 朱锦茹, 袁位高, 江波. 千岛湖次生林不同演替阶段林分空间结构研究[J]. 植物研究, 2015, 35(1):16-21. Wu CP, Zhang J, Shen AH, Zhu JR, Yuan WG, Jiang B. Stand spatial structure at different successional stages of secondary forest in Qiandao Lake region[J]. Bulletin of Botanical Research, 2015, 35(1):16-21.
    [18] 董灵波, 刘兆刚, 马妍, 倪宝龙, 李元. 天然林林分空间结构综合指数的研究[J]. 北京林业大学学报, 2013, 35(1):16-22. Dong LB, Liu ZG, Ma Y, Ni BL, Li Y. A new composite index of stand spatial structure for natural forest[J]. Joural of Beijing Forestry University, 2013, 35(1):16-22.
    [19] 赵俊卉. 长白山云冷杉混交林生长模型的研究[D]. 北京:北京林业大学, 2010. Zhao JH. Growth modeling for Spruce-Fir forest in Changbai mountains[D]. Beijing:Beijing Forestry University, 2010.
    [20] Pretzsch H. Analysis and modeling of spatial stand structures methodological considerations based on mixed beech-larch stands in Lower Saxony[J]. Forest Ecol Manag, 1997, 3:237-253.
    [21] 王秋实. 微观经济学原理[M]. 北京:经济管理出版社, 2001:183-196. Wang QS. Principles of Microeconomics[M]. Beijing:Economic Management Publishing House, 2001:183-196.
    [22] 安慧君. 阔叶红松林空间结构的研究[D]. 北京:北京林业大学, 200 An HJ. Study on the spatial structure of the broad-leaved Korean pine forest[D]. Beijing:Beijing Forestry University, 2003.
    [23] Gadow KV, Hui GY. Characterizing forest spatial structure and diversity[C]//Proceedings of the SUFOR International Workshop "Sustainable Forestry in Temperate Regions". Sweden:Lund University, 2002.
    [24] 胡艳波, 惠刚盈, 戚继忠, 安慧君, 郝广明. 吉林蛟河天然红松林的空间结构分析[J]. 林业科学研究, 2003, 16(5):523-530. Hu YB, Hui GY, Qi GZ, An HJ, Hao GM. Analysis of the spatial structure of natural Korean Pine broad leaved forest[J]. Forest Research, 2003, 16(5):523-530.
    [25] 何列艳, 亢新刚, 范小莉, 高延, 冯启祥. 长白山区林下主要灌木生物量估算与分析[J]. 南京林业大学学报:自然科学版, 2011, 35(5):45-50. He LY, Kang XG, Fan XL, Gao Y, Feng QX. Estimation and analysis of understory shrub biomass in Changbai mountains[J]. Journal of Nanjing Forestry University:Natural Science Edition, 2011, 35(5):45-50.
    [26] 张梦弢, 张青, 亢新刚, 杨应军, 徐光, 张立新. 长白山云冷杉林不同演替阶段群稳定性[J]. 应用生态学报, 2015, 26(6):1609-1616. Zhang MT, Zhang Q, Kang XG, Yang YJ, Xu G, Zhang LX. Community stability for Spruce-fir forest at different succession stages in Changbai mountains, Northeast China[J]. Chinese Journal of Applied Ecology, 2015, 26(6):1609-1616.
计量
  • 文章访问数:  1176
  • HTML全文浏览量:  4
  • PDF下载量:  1051
  • 被引次数: 0
出版历程
  • 收稿日期:  2016-02-11
  • 修回日期:  2016-03-22
  • 发布日期:  2016-10-27

目录

    /

    返回文章
    返回