[1] Curtis R O. A new look at an old question: Douglas fir culmination age[J]. Western journal of applied forestry, 1992, 7(4):97-99.
[2] Nishizono T. Effects of thinning level and site productivity on age-related changes in stand volume growth can be explained by a single rescaled growth curve[J]. Forest Ecology and Management, 2010,259(12): 2276-2291.
[3] Pretzsch H. Forest dynamics, growth and yield: from measurement to model[M]. Berlin Heidelberg: Springer- Verlag, 2009.
[4] Zeide B. Thinning and growth: a full turnaround[J]. Journal of Forestry, 2001, 99(1): 20-25.
[5] Von Gadow K,Hui G. Modelling forest development[M]. Boston: Kluwer Academic Publisher, 2001.
[6] Vanclay J K. Modelling forest growth and yield: applications to mixed tropical forests[D]. Copenhagen: Royal Veterinary and Agricultural University, 1994.
[7] Nishizono T, Tanaka K, Hosoda K, et al. Effects of thinning and site productivity on culmination of stand growth: results from long-term monitoring experiments in Japanese cedar (Cryptomeria japonica D. Don) forests in northeastern Japan[J]. Journal of Forest Research, 2008,13(5): 264-274.
[8] 刘景芳, 童书振. 杉木林经营新技术[J]. 世界林业研究, 1996, 9(专辑): 47-48.
[9] Martin T A,Jokela E J. Stand development and production dynamics of loblolly pine under a range of cultural treatments in north-central Florida USA[J]. Forest Ecology and Management, 2004,192(1): 39-58.
[10] Fownes J H, Harrington R A. Modelling growth and optimal rotations of tropical multipurpose trees using unit leaf rate and leaf area index[J]. Journal of Applied Ecology, 1990, 27: 886-896.
[11] Marshall D D, Curtis R O, Service U S F. Levels-of-growing-stock cooperative study in Douglas-fir: report no. 15-Hoskins: 1963-1998[M]. Washington: Forestry Sciences Laboratory, 2002.
[12] 贾治邦. 中国森林资源清查报告——第七次全国森林资源清查[M].北京: 中国林业出版社,2009.
[13] 邓伦秀. 杉木人工林林分密度效应及材种结构规律研究. 北京: 中国林业科学研究院, 2010.
[14] 张建国, 段爱国. 理论生长方程与直径结构模型的研究[M].北京: 科学出版社,2004.
[15] Salas C, Stage A R, Robinson A P. Modeling effects of overstory density and competing vegetation on tree height growth[J]. Forest Science, 2008,54(1): 107-122.
[16] Cieszewski C J, Strub M. Generalized algebraic difference approach derivation of dynamic site equations with polymorphism and variable asymptotes from exponential and logarithmic functions[J]. Forest Science, 2008, 54(3): 303-315.
[17] Yin X, Goudriaan J, Lantinga E A, et al. A flexible sigmoid function of determinate growth[J]. Annals of Botany, 2003,91(3): 361-371.
[18] Lynch T B, Zhang D. On Relative Maxima of Diameter Growth, Basal Area Growth, Volume Growth, and Mean Annual Increment for Individual Trees[J]. Forest Science, 2011,57(4): 353-358.
[19] Zimmerman D L, Núñez-Antón V, Gregoire T G, et al. Parametric modelling of growth curve data: An overview[J]. Test, 2001,10(1): 1-73.
[20] Diéguez-Aranda U, Burkhart H, Rodríguez-Soalleiro R. Modeling dominant height growth of radiata pine (Pinus radiata D. Don) plantations in north-western Spain[J]. Forest Ecology and Management, 2005,215(1-3): 271-284.
[21] Monserud R. Height growth and site index curves for inland Douglas-fir based on stem analysis data and forest habitat type[J]. Forest Science, 1984,30(4): 943-965.
[22] Bravo-Oviedo A, Tome M, Bravo F, et al. Dominant height growth equations including site attributes in the generalized algebraic difference approach[J]. Canadian Journal of Forest Research, 2008,38(9): 2348-2358.
[23] Hall R, Lilien D, Johnston J. Eviews Users Guide[M]. California: Quantitative Micro Software, Irvine, 1995.
[24] Coulton C,Chow J. Interaction effects in崠?創祬慴湩?????奥潧摲敥牳???????祯摵牲慮畡汬椠捯?氠楓浯楣瑩獡?琠潓?瑲牶敩散?栠敒楥杳桥瑡?慣湨搬?琱爹改攳?朱父漨眱琭栲嬩?崠???椭漱猹挹椮攼湢捲放?′????????????金?????㈠??戮爰?孧??嵤?删祴慯渠??????偮桡楬汹汳楩灳獛?九??潐湥摮??????呮桩敡?栠祐摲牥慮畴汩楣捥?汈楡浬楬琠慐瑲楥潳湳?栲礰瀰漸琮格敢獲椾獛′父敝瘠楈獡楲瑲敩摮孧?嵯??偔氠慂測琠???敲汩汮????渠癃椠牁漬湄浥敂湥瑬????こ?????????????????ting spacing and site quality on 25-year growth and mortality relationships of Douglas-fir (Pseudotsuga menziesii var. menziesii)[J]. Forest Ecology and Management, 2009,258(1): 18-25.
[25] Zeide B. Self-thinning and stand density[J]. Forest Science, 1991,37(2): 517-523.
[26] Yoda K, Kira T,Ogawa H. Self-thinning in overcrowded pure stand under cultivated and natural conditions[J]. J Biol Osaka City Univ, 1963,14: 107-129.
[27] Will R, Hennessey T, Lynch T, et al. Effects of Planting Density and Seed Source on Loblolly Pine Stands in Southeastern Oklahoma[J]. Forest Science, 2010,56(5): 437-443.
[28] Moreno G,Cubera E. Impact of stand density on water status and leaf gas exchange in Quercus ilex[J]. Forest Ecology and Management, 2008,254(1): 74-84.
[29] Woodruff D R, Bond B J, Ritchie G A, et al. Effects of stand density on the growth of young Douglas-fir trees[J]. Canadian Journal of Forest Research, 2002,32(3): 420-427.
[30] Ryan M G, Binkley D, Fownes J H, et al. An experimental test of the causes of forest growth decline with stand age[J]. Ecological Monographs, 2004,74(3): 393-414.
[31] Jokela E J,Martin T A. Effects of ontogeny and soil nutrient supply on production, allocation, and leaf area efficiency in loblolly and slash pine stands[J]. Canadian Journal of Forest Research, 2000,30(10): 1511-1524.
[32] 盛炜彤, 范少辉. 杉木人工林长期生产力保持机制研究[M]. 北京: 科学出版社,2006.
[33] Zhang J, Oliver W W,Ritchie M W. Effect of stand densities on stand dynamics in white fir (Abies concolor) forests in northeast California, USA[J]. Forest ecology and management, 2007,244(1-3): 50-59.
[34] Curtis R O. Extended rotations and culmination age of coast Douglas-fir: old studies speak to current issues. Research Paper PNW-RP-485[M]. Olympia: Forestry Sciences Laboratory, 1995.
[35]