Construction of tree volume equations for Chinese fir plantations in Guizhou Province, southwestern China

被引:5
作者
ZhongSheng XIA [1 ]
WeiSheng ZENG [2 ]
Song ZHU [1 ]
HongZhang LUO [1 ]
机构
[1] Forest Resources Administration Office of Guizhou Province
[2] Institute of Forest Resources Information and Technology, Chinese Academy of Forestry
关键词
D O I
暂无
中图分类号
S758.51 [];
学科分类号
090704 ;
摘要
Forest volume,the major component of forest biomass,is an important issue in forest resource monitoring.It is estimated from tree volume tables or equations.Based on tree volume data of 1840 sample trees from Chinese fir(Cunninghamia lanceolata)plantations in Guizhou Province in southwestern China,parallel one-and two-variable tree volume tables and tree height curves for central and other areas were constructed using an error-in-variable modeling method.The results show that,although the one-variable tree volume equations and height curves between the central and other areas were significantly different,the two-variable volume equations were sufficiently close,so that a generalized two-variable tree volume equation could be established for the entire province.
引用
收藏
页码:179 / 185
页数:7
相关论文
共 14 条
[1]  
A parameter estimation program for the error-in-variable model[J] Shouzheng Tang;Yonghe Wang Ecological Modelling 2002,
[2]   Simultaneous equations, error-in-variable models, and model integration in systems ecology [J].
Tang, SZ ;
Li, Y ;
Wang, YH .
ECOLOGICAL MODELLING, 2001, 142 (03) :285-294
[3]   二元立木材积方程的检验与更新方法探讨 [J].
曾伟生 .
中南林业调查规划, 2010, 29 (03) :1-5
[4]   中国南方马尾松立木生物量模型研建 [J].
曾伟生 ;
肖前辉 ;
胡觉 ;
廖志云 .
中南林业科技大学学报, 2010, 30 (05) :50-56
[5]   论北京市一元立木材积表的数式化方法 [J].
魏建祥 ;
曾伟生 .
林业资源管理, 2009, (06) :44-45+69
[6]   国家森林资源连续清查中的材积估计问题探讨 [J].
曾伟生 .
中南林业调查规划, 2007, (02) :1-3+6
[7]   论广西一元立木材积表的改进方法 [J].
曾伟生 ;
陈雪峰 .
中南林业调查规划, 2006, (02) :1-3
[8]   带度量误差的全林整体模型参数估计研究 [J].
李永慈 ;
唐守正 .
北京林业大学学报, 2006, (01) :23-27
[9]   用度量误差模型方法编制相容的生长过程表和材积表 [J].
李永慈 ;
唐守正 ;
李海奎 ;
汤孟平 .
生物数学学报, 2004, (02) :199-204
[10]  
论一元立木材积模型的研建方法[J] 曾伟生 林业资源管理 2004, 01