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用于干形描述的2个少参数削度函数(英文) 被引量:4
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作者 Khalid A. Hussein Matthias Schmidt +1 位作者 heyns kotze Klaus von Gadow 《林业科学》 EI CAS CSCD 北大核心 2008年第6期20-27,共8页
以修正的Brink函数和Pain函数拟合尾巨桉干形曲线。材料来源于南非暖温带花岗岩低地草原地区桉树工业用材林53块标准地的153株尾巨桉干形测定数据。2个削度方程均能对调查数据进行很好地拟合,只是在不同的相对高度时有小的偏差。参数少... 以修正的Brink函数和Pain函数拟合尾巨桉干形曲线。材料来源于南非暖温带花岗岩低地草原地区桉树工业用材林53块标准地的153株尾巨桉干形测定数据。2个削度方程均能对调查数据进行很好地拟合,只是在不同的相对高度时有小的偏差。参数少的方程具有十分好的应用前景,因为从理论上来说,可以用参数预估的方法建立一个广义的干形模型。参数预估不能运用于修正的Brink函数,但在Pain函数的基础上建立参数预估模型是可能的甚至是必要的,因为Pain函数是把绝对树干直径描述为相对树干高度的函数。为此,对参数预估模型是否能描述的树形差异或者仅仅是大小的差异作了测度评价。应用结果表明,参数预估模型未必能用于描述树形的差异。 展开更多
关键词 干形模型 Brink函数 Pain函数 巨桉
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Tree survival and maximum density of planted forests–Observations from South African spacing studies
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作者 Klaus v.Gadow heyns kotze 《Forest Ecosystems》 SCIE CAS CSCD 2015年第1期11-19,共9页
Background:Among the most important aspects of risk and hazard studies relating to forest ecosystems are maximum forest density and density-dependent tree survival.Methods:Long-term observations about the maximum de... Background:Among the most important aspects of risk and hazard studies relating to forest ecosystems are maximum forest density and density-dependent tree survival.Methods:Long-term observations about the maximum density of unthinned Pinus patula and P.elliottii field plots based on the Correlated Curve Trend(CCT)spacing studies which were established almost 8 decades ago by O’Connor(Forest Research with Special Reference to Planting Distances and Thinning,1935)in South Africa.Three specific approaches were introduced for analysing maximum density and tree survival,namely the‘limiting line’,Nilson’s sparsity and tree survival with the Weibull function.Results:The main results are:a)Maximum densities differ greatly among the two species grown on the same site and within the same species grown on different sites;it is possible to relate these differences to site index in both species.b)The relationship between the quadratic mean diameter and the minimum average spacing of surviving trees(known as Nilson’s Sparsity)appears to be surprisingly similar in both species.c)An analysis of tree survival in response to different initial planting espacements shows that the Weibull survival function parameters can be estimated if the initial planting density is known.This result is presented for each of the eight large experiments used in this study.Conclusions:This study contributes to a better understanding of tree survival and maximum density which are the key factors required for estimating risk and uncertainty.The risk of tree mortality is not constant,but varies with tree species,planting density,tree age and growing site.For estimating that risk,therefore,continuous long-term observation on different sites and with varying planting densities,as provided by the unthinned CCT series,are essential. 展开更多
关键词 Self-thinning Mortality CCT Pinus patula Pinus elliottii South Africa Nelder
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