湖南省杉木林分相容性树高曲线方程组研究

刘薇祎; 邓华锋; 冉啟香; 黄国胜; 王雪军; 刘薇祎; 邓华锋; 冉啟香; 黄国胜; 王雪军

doi:10.11833/j.issn.2095-0756.2017.06.012

[1]

隋宏大. 树高测量综合技术比较研究[D]. 北京: 北京林业大学, 2009.

SUI Hongda. Comparative Study on Comprehensive Technologies of Tree Height Measurement[D]. Beijing:Beijing Forestry University, 2009.

[2]

陈东升, 孙晓梅, 李凤日.基于混合模型的落叶松树高生长模型[J].东北林业大学学报, 2013, 41(10):60-64.

CHEN Dongsheng, SUN Xiaomei, LI Fengri. Predicting models of tree height growth for larch based on mixed model[J]. J Northeast For Univ, 2013, 41(10):60-64.

[3]

代忠迪, 姜立春.大兴安岭不同生态区域兴安落叶松树高曲线的研究[J].植物研究, 2015, 35(4):583-589.

DAI Zhongdi, JIANG Lichun. Ecoregion based height-diameter models for Larix gmelinii Rupr. in Daxing' an Mountains[J]. Bull Bot Res, 2015, 35(4):583-589.

[4]

肖锐, 陈东升, 李凤日, 等.基于两水平混合模型的杂种落叶松胸径和树高生长模拟[J].东北林业大学学报, 2015, 43(5):33-37.

XIAO Rui, CHEN Dongsheng, LI Fengri, et al. Simulating DBH and height growth of trees for hybrid larch plantation with two-level mixed effect model[J]. J Northeast For Univ, 2015, 43(5):33-37.

[5]

徐志扬.基于BP神经网络的马尾松树高曲线模型[J].林业调查规划, 2015, 40(2):6-8, 73.

XU Zhiyang. Height-diameter model for Pinus massoniana based on BP neural network[J]. For Invent Plan, 2015, 40(2):6-8, 73.

[6]

赵俊卉, 亢新刚, 刘燕.长白山主要针叶树种最优树高曲线研究[J].北京林业大学学报, 2009, 31(4):13-18.

ZHAO Junhui, KANG Xingang, LIU Yan. Optimal height-diameter models for dominant coniferous species in Changbai Mountain, Northeastern China[J]. J Beijing For Univ, 2009, 31(4):13-18.

[7]

TEMESGEN H, von GADOW K, Genralized height-diameter models:an application foe major tree species in complex satnds of interior Brotish Columbia[J]. Eur J For Res, 2004, 123(1):45-51.

[8]

赖巧玲, 胥辉.核密度估计在构造树高曲线中的应用[J].西南林学院学报, 2009, 29(4):19-22.

LAI Qiaoling, XU Hui. Application of kernel density estimation theory to establishment of tree height-diameter curve[J]. J Southwest For Univ, 2009, 29(4):19-22.

[9]

岑巨延, 李巧玉, 曾伟生, 等.广西速丰桉人工林相对树高曲线模型研究[J].中南林业科技大学学报, 2007, 27(4):23-27.

CEN Juyan, LI Qiaoyu, ZENG Weisheng, et al. Curve models of relative tree height for Eucalyptus plantations in Guangxi[J]. J Cent South Univ For Technol, 2007, 27(4):23-27.

[10]

孙拥康, 李际平, 吕勇.西洞庭湖区杉木林分相对树高曲线模型的研究[J].中南林业科技大学学报, 2012, 32(9):47-50.

SUN Yongkang, LI Jiping, LÜ Yong. Study on relative tree height curve model of Chinese fir stand in west Dongting lake region[J]. J Cent South Univ For Technol, 2012, 32(9):47-50.

[11]

高东启, 邓华锋, 程志楚, 等.基于度量误差模型方法建立的林分相容性树高曲线方程组[J].西北农林科技大学学报(自然科学版), 2015, 43(5):65-70.

GAO Dongqi, DENG Huafeng, CHENG Zhichu, et al. Measurement error model based compatible system of equations for height-DBH curve[J]. J Northwest A & F Univ Nat Sci Ed, 2015, 43(5):65-70.

[12]

张建国, 段爱国.理论生长方程对杉木人工林林分直径结构的模拟研究[J].林业科学, 2003, 39(6):55-61.

ZHANG Jianguo, DUAN Aiguo. Approach to theoretical growth equations for modeling stands diameter structure of Chinese fir plantations[J]. Sci Silv Sin, 2003, 39(6):55-61.

[13]

李春明, 张会儒.利用非线性混合模型模拟杉木林优势木平均高[J].林业科学, 2010, 46(3):89-95.

LIU Chunming, ZHANG Huiru. Modeling dominant height for Chinese fir plantation using a nonlinear mixed-effects modeling approach[J]. Sci Silv Sin, 2010, 46(3):89-95.

[14]

魏晓慧, 孙玉军, 马炜.基于Richards方程的杉木树高生长模型[J].浙江农林大学学报, 2012, 29(5):661-666.

WEI Xiaohui, SUN Yujun, MA Wei. A height growth model for Cunninghamia lanceolata based on Richards' equation[J]. J Zhejiang A & F Univ, 2012, 29(5):661-666.

[15]

姜鹏, 韩璐, 梁文静, 等.不同生长势杉木成熟林胸径-树高生长曲线研究[J].西北林学院学报, 2016, 31(4):195-200.

JIANG Peng, HAN Lu, LIANG Wenjing, et al. Height, DBH growth models of Cunninghamia lanceolata with different growth potentials[J]. J Northwest For Univ, 2016, 31(4):195-200.

[16]

国家林业局森林资源管理司. 国家森林资源连续清查技术规定[S]. 北京: 国家林业局森林资源管理司, 2004.

[17]

唐守正, 张淑梅.度量误差模型及其应用[J].生物数学学报, 1998, 13(2):161-166.

TANG Shouzheng, ZHANG Shumei. Measurement error models and their applications[J]. J Biomath, 1998, 13(2):161-166.

[18]

李永慈, 唐守正, 李海奎, 等.用度量误差模型方法编制相容的生长过程表和材积表[J].生物数学学报, 2004, 19(2):199-204.

LI Yongci, TANG Shouzheng, LI Haikui, et al. Using the method of measurement error model to compile the compatible growth table and volume table[J]. J Biomath, 2004, 19(2):199-204.

[19]

曾伟生, 唐守正.利用度量误差模型方法建立相容性立木生物量方程系统[J].林业科学研究, 2010, 23(6):797-802.

ZENG Weisheng, TANG Shouzheng. Using measurement error modeling method to establish compatible single-tree biomass equations system[J]. For Res, 2010, 23(6):797-802.

[20]

曾伟生, 夏忠胜, 朱松, 等.贵州人工杉木相容性立木材积和地上生物量方程的建立[J].北京林业大学学报, 2011, 33(4):1-6.

ZENG Weisheng, XIA Zhongsheng, ZHU Song, et al. Compatible tree volume and above-ground biomass equations for Chinese fir plantations in Guizhou[J]. J Beijing For Univ, 2011, 33(4):1-6.

[21]

唐守正, 郎奎建, 李海奎.统计与生物数学模型计算教程[M].北京:科学出版社, 2009.

[22]

冉啟香, 邓华锋, 黄国胜, 等.云南松地上生物量模型研究[J].浙江农林大学学报, 2016, 33(4):605-611.

RAN Qixiang, DENG Huafeng, HUAN Guosheng, et al. An aboveground biomass model for Pinus yunnanensis[J]. J Zhejiang A & F Univ, 2016, 33(4):605-611.

[23]

王明亮, 唐守正.标准树高曲线的研制[J].林业科学研究, 1997, 10(3):259-264.

WANG Mingliang, TANG Shouzheng. Research on universal height-diameter curves[J]. For Res, 1997, 10(3):259-264.

[24]

王明亮, 李希菲.非线性树高曲线模型的研究[J].林业科学研究, 2000, 13(1):75-79.

WANG Mingliang, LI Xifei. Research on nonlinear height-diameter models[J]. For Res, 2000, 13(1):75-79.

[25]

陈丽聪, 邓华锋, 黄国胜, 等.不同起源马尾松与杉木林分树高曲线的拟合及对比[J].西北农林科技大学学报(自然科学版), 2014, 42(1):57-64.

CHEN Licong, DENG Huifeng, HUANG Guosheng, et al. Fitting and comparison of tree height curves of Pinus massoniana Lamb. and Cunninghamia lanceolata with different origins[J]. J Northwest A & F Univ Nat Sci Ed, 2014, 42(1):57-64.

[1]	隋宏大. 树高测量综合技术比较研究[D]. 北京: 北京林业大学, 2009. SUI Hongda. Comparative Study on Comprehensive Technologies of Tree Height Measurement[D]. Beijing:Beijing Forestry University, 2009.
[2]	陈东升, 孙晓梅, 李凤日.基于混合模型的落叶松树高生长模型[J].东北林业大学学报, 2013, 41(10):60-64. CHEN Dongsheng, SUN Xiaomei, LI Fengri. Predicting models of tree height growth for larch based on mixed model[J]. J Northeast For Univ, 2013, 41(10):60-64.
[3]	代忠迪, 姜立春.大兴安岭不同生态区域兴安落叶松树高曲线的研究[J].植物研究, 2015, 35(4):583-589. DAI Zhongdi, JIANG Lichun. Ecoregion based height-diameter models for Larix gmelinii Rupr. in Daxing' an Mountains[J]. Bull Bot Res, 2015, 35(4):583-589.
[4]	肖锐, 陈东升, 李凤日, 等.基于两水平混合模型的杂种落叶松胸径和树高生长模拟[J].东北林业大学学报, 2015, 43(5):33-37. XIAO Rui, CHEN Dongsheng, LI Fengri, et al. Simulating DBH and height growth of trees for hybrid larch plantation with two-level mixed effect model[J]. J Northeast For Univ, 2015, 43(5):33-37.
[5]	徐志扬.基于BP神经网络的马尾松树高曲线模型[J].林业调查规划, 2015, 40(2):6-8, 73. XU Zhiyang. Height-diameter model for Pinus massoniana based on BP neural network[J]. For Invent Plan, 2015, 40(2):6-8, 73.
[6]	赵俊卉, 亢新刚, 刘燕.长白山主要针叶树种最优树高曲线研究[J].北京林业大学学报, 2009, 31(4):13-18. ZHAO Junhui, KANG Xingang, LIU Yan. Optimal height-diameter models for dominant coniferous species in Changbai Mountain, Northeastern China[J]. J Beijing For Univ, 2009, 31(4):13-18.
[7]	TEMESGEN H, von GADOW K, Genralized height-diameter models:an application foe major tree species in complex satnds of interior Brotish Columbia[J]. Eur J For Res, 2004, 123(1):45-51.
[8]	赖巧玲, 胥辉.核密度估计在构造树高曲线中的应用[J].西南林学院学报, 2009, 29(4):19-22. LAI Qiaoling, XU Hui. Application of kernel density estimation theory to establishment of tree height-diameter curve[J]. J Southwest For Univ, 2009, 29(4):19-22.
[9]	岑巨延, 李巧玉, 曾伟生, 等.广西速丰桉人工林相对树高曲线模型研究[J].中南林业科技大学学报, 2007, 27(4):23-27. CEN Juyan, LI Qiaoyu, ZENG Weisheng, et al. Curve models of relative tree height for Eucalyptus plantations in Guangxi[J]. J Cent South Univ For Technol, 2007, 27(4):23-27.
[10]	孙拥康, 李际平, 吕勇.西洞庭湖区杉木林分相对树高曲线模型的研究[J].中南林业科技大学学报, 2012, 32(9):47-50. SUN Yongkang, LI Jiping, LÜ Yong. Study on relative tree height curve model of Chinese fir stand in west Dongting lake region[J]. J Cent South Univ For Technol, 2012, 32(9):47-50.
[11]	高东启, 邓华锋, 程志楚, 等.基于度量误差模型方法建立的林分相容性树高曲线方程组[J].西北农林科技大学学报(自然科学版), 2015, 43(5):65-70. GAO Dongqi, DENG Huafeng, CHENG Zhichu, et al. Measurement error model based compatible system of equations for height-DBH curve[J]. J Northwest A & F Univ Nat Sci Ed, 2015, 43(5):65-70.
[12]	张建国, 段爱国.理论生长方程对杉木人工林林分直径结构的模拟研究[J].林业科学, 2003, 39(6):55-61. ZHANG Jianguo, DUAN Aiguo. Approach to theoretical growth equations for modeling stands diameter structure of Chinese fir plantations[J]. Sci Silv Sin, 2003, 39(6):55-61.
[13]	李春明, 张会儒.利用非线性混合模型模拟杉木林优势木平均高[J].林业科学, 2010, 46(3):89-95. LIU Chunming, ZHANG Huiru. Modeling dominant height for Chinese fir plantation using a nonlinear mixed-effects modeling approach[J]. Sci Silv Sin, 2010, 46(3):89-95.
[14]	魏晓慧, 孙玉军, 马炜.基于Richards方程的杉木树高生长模型[J].浙江农林大学学报, 2012, 29(5):661-666. WEI Xiaohui, SUN Yujun, MA Wei. A height growth model for Cunninghamia lanceolata based on Richards' equation[J]. J Zhejiang A & F Univ, 2012, 29(5):661-666.
[15]	姜鹏, 韩璐, 梁文静, 等.不同生长势杉木成熟林胸径-树高生长曲线研究[J].西北林学院学报, 2016, 31(4):195-200. JIANG Peng, HAN Lu, LIANG Wenjing, et al. Height, DBH growth models of Cunninghamia lanceolata with different growth potentials[J]. J Northwest For Univ, 2016, 31(4):195-200.
[16]	国家林业局森林资源管理司. 国家森林资源连续清查技术规定[S]. 北京: 国家林业局森林资源管理司, 2004.
[17]	唐守正, 张淑梅.度量误差模型及其应用[J].生物数学学报, 1998, 13(2):161-166. TANG Shouzheng, ZHANG Shumei. Measurement error models and their applications[J]. J Biomath, 1998, 13(2):161-166.
[18]	李永慈, 唐守正, 李海奎, 等.用度量误差模型方法编制相容的生长过程表和材积表[J].生物数学学报, 2004, 19(2):199-204. LI Yongci, TANG Shouzheng, LI Haikui, et al. Using the method of measurement error model to compile the compatible growth table and volume table[J]. J Biomath, 2004, 19(2):199-204.
[19]	曾伟生, 唐守正.利用度量误差模型方法建立相容性立木生物量方程系统[J].林业科学研究, 2010, 23(6):797-802. ZENG Weisheng, TANG Shouzheng. Using measurement error modeling method to establish compatible single-tree biomass equations system[J]. For Res, 2010, 23(6):797-802.
[20]	曾伟生, 夏忠胜, 朱松, 等.贵州人工杉木相容性立木材积和地上生物量方程的建立[J].北京林业大学学报, 2011, 33(4):1-6. ZENG Weisheng, XIA Zhongsheng, ZHU Song, et al. Compatible tree volume and above-ground biomass equations for Chinese fir plantations in Guizhou[J]. J Beijing For Univ, 2011, 33(4):1-6.
[21]	唐守正, 郎奎建, 李海奎.统计与生物数学模型计算教程[M].北京:科学出版社, 2009.
[22]	冉啟香, 邓华锋, 黄国胜, 等.云南松地上生物量模型研究[J].浙江农林大学学报, 2016, 33(4):605-611. RAN Qixiang, DENG Huafeng, HUAN Guosheng, et al. An aboveground biomass model for Pinus yunnanensis[J]. J Zhejiang A & F Univ, 2016, 33(4):605-611.
[23]	王明亮, 唐守正.标准树高曲线的研制[J].林业科学研究, 1997, 10(3):259-264. WANG Mingliang, TANG Shouzheng. Research on universal height-diameter curves[J]. For Res, 1997, 10(3):259-264.
[24]	王明亮, 李希菲.非线性树高曲线模型的研究[J].林业科学研究, 2000, 13(1):75-79. WANG Mingliang, LI Xifei. Research on nonlinear height-diameter models[J]. For Res, 2000, 13(1):75-79.
[25]	陈丽聪, 邓华锋, 黄国胜, 等.不同起源马尾松与杉木林分树高曲线的拟合及对比[J].西北农林科技大学学报(自然科学版), 2014, 42(1):57-64. CHEN Licong, DENG Huifeng, HUANG Guosheng, et al. Fitting and comparison of tree height curves of Pinus massoniana Lamb. and Cunninghamia lanceolata with different origins[J]. J Northwest A & F Univ Nat Sci Ed, 2014, 42(1):57-64.