永泰县台湾桂竹一元重量表的编制

台湾桂竹一元重量表是地方性用表 ,通过研究永泰县台湾桂竹胸径与重量的相关关系编制出永泰县台湾桂竹一元重量表 ,该表经检验系统误差在±2%范围 ,可以适用于永泰县     

红旗林场杉木地径—元材积及出材率表的编制

利用回归方程建立杉木地径与胸径、树高曲线方程,并结合福建省杉木二元材积公式和出材率表编制了红旗林场杉木地径一元材积表和出材率表,经检验,其精度符合要求,适合红旗林场杉木林分使用．     

尤溪国有林场杉木人工林林分材种出材率表的编制

采用尤溪国有林场近年来伐区调查设计资料,选择杉木林分平均胸径和平均高为辅助因子,应用多方程分析对比法研制杉木人工林林分一元和二元材种出材率表。结果表明,林分材种出材率与平均胸径D及D2H之间的关系,以Y=aeb/x方程效果最佳,但规格材的拟合效果不如总出材率;采用平均胸径和平均高2个因子编制的林分二元材种出材率表,精度要高于只用平均胸径1个因子的林分一元材种出材率表。所编数表简便实用,在森林资源调查中有应用价值。     

湖南毛竹林生物量模型研究

为准确测算湖南省毛竹碳汇林的固碳能力,促进湖南省毛竹碳汇林业的均衡稳定发展,在湖南省毛竹主产区设置标准样地,并根据胸径、龄阶实测258株毛竹的生物量,用多元回归方法建立毛竹地上部分总生物量及其各器官生物量的一元(以胸径为自变量)、二元(以胸径和龄阶为自变量)模型。通过模型评价与检验,各模型均符合适用精度,具有适宜的预估水平。     

华北落叶松天然林立木重量表的试编

本文根据立木生物量(W)与树木胸径(D)、树高(H)和材积(V)间存在的相关关系,建立了最优经验方程,试编了华北落叶松天然林一元和二元立未重量表,並阐述了编表的具体步骤和应用方法。     

尾叶桉U6无性系立木基径二元材积表与一元材积表的编制

利用雷州林业局尾叶桉U6无性系林分中胸径4～18cm，树高5～21m的样木1059株，按2m区分段实测材积，建立基径二元材积回归方程和一元基径与树高回归方程，用尾叶桉U6无性系立木基径二元材积式编制了一元材积表，经检验精度可靠，可供参考使用。     

马尾松人工林材种出材率表的编制

应用马尾松人工林现场造材样木,根据胸径、树高与各材种出材率的关系,编制了二元材种出材率表,该表经检验证明适用。在此基础上,通过建立胸径、树高、地径之间的相关数学模型,导出了一元材种出材率表和地径出材率表。     

古田县马尾松人工林分出材率表的编制

应用古田县近年来伐区调查实际造材数据,以林分平均胸径和平均高为自变量,分别以林分总出材率和规格材出材率为因变量,选择理查德方程建立马尾松人工林分一元和二元材种出材率模型。经拟合结果分析,以林分平均胸径D和平均高H的组合D2H作为自变量,其拟合效果和预估精度要高于只用一个平均胸径或平均高的单因子林分材种出材率模型。并编制了林分一元和二元材种出材率表。     

马占相思工业原料林立木材积表的研建

基于广西工业原料林马占相思人工实生林385株测定样木,对其系列材积表进行建模和编制,并以另外126株样木作为检验。编制结果表明:二元立木材积表采用动态山本式拟合回归模型,相关紧密误差小。一元立木材积表采用了胸径与材积相关,地径与材积相关直接编制;同时,应用二元材积模型进行导算的间接编制。编表过程中拟合并优选了胸径对树高回归模型、胸径根径间回归模型,为其系列材积表的编制及应用创造了条件。通过初步的检验表明,材积表是适用可行的。     

应用航片估测林分单位面积生物量方法的探讨

立木生物量（Ｗ）与树木胸径（Ｄ），树高（Ｈ）和材积（Ｖ）间存在的相关关系，建立最优经验方程，可编制天然林一元和二元立木重量表。在大比例尺的航片上，可判读量测出胸径，树高，冠幅和株数，根据这些判读因子查立木重量表，再利用测定林分单位面积生物量方法之一的略算法，即可实现估算林分单位面积生物量之目的。     

我国湿地松人工林种植范围的立地气候分区研究

利用我国湿地松分布区内２２２个气象站点的１０ａ气候资料的平均值，用主成分分析法，将湿地松栽培区划分为４个立地气候区，即：Ⅰ．南亚热带、热带沿海立地气候区；Ⅱ．中亚热带丘陵立地气候区；Ⅲ．暖温带、北亚热带丘陵、平原、岗地立地气候区；Ⅳ．湘、鄂、川接壤山地，四川盆地，黔东南立地气候区．再在各气候区内实测有代表性的８～１０ａ的湿地松标准地１７１块，分别采用平均胸径、平均树高、平均单株材积证实各气候区内湿地松生长差异．这４个立地气候区可作为湿地松人工林立地类型划分、立地质量评价等经营数表编表单元的依据．     

天然沙罗竹生物学特性和个体结构规律的研究

沙罗竹是我国南部热带地区分布较广，具有多种经济价值较高的大型丛生竹，本文论述了天然沙罗竹的分布和生物学特性，揭示了沙罗竹的秆形、秆壁厚度、秆材含水率的变化规律和个体结构特点，用实测材料拟合了秒结构因子之间相关关系的回归方程，编制了供天然沙罗竹林资源调查和规划使用的计量数表，为天然丛生林资源调查计量标准和科学经营的依据。     

GROWTH AND YIELD MODELS FOR DAHURIAN LARCH PLANTATIONS

Growth and yield models were developed for individual tress and stands based on336 temporary plots with 405 stem analysis trees of dahurian larch(Larix gmelinii(Rupr.)Rupr.)plantations throughout Daxing’anling mountains.Several equations were selected using nonlinearregression analysis.Results showed that the Richards equation was the best model for estimatingtree height,stand mean helght and stand dominant height from age; The Power equation was thebest model for prediction tree volume from DBH and tree height; The logarithmic stand volumeequation was good for predicting stand volume from age,mean height,basal area and other standvariables.These models can be used to construct the volume table, the site index table and other for-estry tables for dahurian larch plantations.     

Growth and yield models for Dahurian larch plantations

IntroductionDahurianlarch(L8risgmeliniiRupr.)isoneofthemostimportanttimberspeciesinChina.AsaresuItofovercuttingforseveraIdecades,thenaturaIDahurianIarchforestresourcesaredecliningrapidly.PIantationsofdahurianIarchhavebecomeanimportantpartofforestpreserveresourcesinDaxing'anMountains.ConsequentIystudyingthegroWthofDahurianlarchandformingtheforesttabfesareofsignrficancetofor-estproduction.ThispaperpresentsinformationongroWthandyieIdmodeIsofDahurianlarchpIantations.MethodsDataof4O5stema…     

大叶相思材积和生物量表的编制*

为探索大叶相思生物量和材积表编制方法，本文根据薪材林研究中收集的一些样木资料，选用Ｗ（Ｖ）１＝ａＤｂ（下称１式）和Ｗ（Ｖ）２＝ａ（Ｄ２Ｈ）ｂ（下称２式）两种模型，经回归分析推导出两组干、枝、叶和总生物量及材积的回归方程。对两组回归方程分析比较结果，１式自变量Ｄ容易测定且精度高，故以１式作为编表模式，编制成材积表和各组分的生物量表。     

The precision of species proportion by area when estimated by angle counts and yield tables

In Europe yield tables are frequently used to get informationon future total crops as well as on current and future incrementsper hectare and thus the database for forest valuations, decisionson allowable cut and other management decisions. These yieldtables usually claim to describe potential growth and yieldper hectare of even-aged pure species stands. As a prerequisiteto the use of these yield tables in mixed species, even-agedstands, the area to which every species has to be related needsto be known. The way to calculate this area is to split up thearea of the mixed stand into areas each of which is occupiedby a ‘fully stocked’ pure stand of one species.Stocking is measured in terms of observed basal area versusbasal area given by the yield tables. Thus the species proportionby area is calculated from the ratios between the observed andthe respective yield table basal areas. In order to obtain thenecessary sample size for a given precision of the species proportionby area, its variance is calculated from Gauss's law of errorpropagation with the species proportion by basal area and theratio between the respective basal areas as they are given byan appropriate yield table as independent variables. Estimatesof these variables indicate that 3 to 12 angle counts per stand(basal area factor BAF = 4 m² ha^–1) are sufficient fora standard error of ±10 per cent for the species proportionby area, and 9 to 50 angle counts for one of ±5 per cent.     

THE POSSIBILITIES AND LIMITATIONS OF SILVICULTURAL TREATMENT IN PLANTATIONS IN SOUTH AFRICA

The methods employed in the construction of new metric volume and percentage utilization tables for Eucalyptus grandis, based on 1 378 sample trees are described. Most of the complicated volume calculations were executed on a computer. Because of this, the formula for a frustum of a cone was used to calculate volumes of log sections. The logarithmic volume equation was used for the construction of the general volume table. It was found that bark thickness had a significant effect on the variation of tree volume. Therefore, volume tables for various bark thickness classes have been prepared in addition to a general table for average bark thickness. The relationship between breast height diameter and the percentage of the total volume to 2 inches tip represented by a given tip diameter class can be explained satisfactorily by regression of the probit transformation of the percentage volume on a polynomial of the reciprocal of breast height diameter. For metric conversion, the tip diameter class was introduced as an additional variable and the relationship was expressed by one equation for all the tip diameter classes combined. Imperial as well as metric equivalents of all equations established are given.