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Allometric relationship for estimating above-ground biomass of Aegialitis rotundifolia Roxb.of Sundarbans mangrove forest, in Bangladesh

机译:孟加拉国Sundarbans红树林森林轮枝伊蚊的地上生物量的异速关系

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摘要

Tree biomass plays a key role in sustainable management by providing different aspects of ecosystem.Estimation of above ground biomass by non-destructive means requires the development of allometric equations.Most researchers used DBH (diameter at breast height) and TH (total height) to develop allometric equation for a tree.Very few species-specific allometric equations are currently available for shrubs to estimate of biomass from measured plant attributes.Therefore,we used some of readily measurable variables to develop allometric equations such as girth at collar-height (GCH) and height of girth measuring point (GMH) with total height (TH) for A.rotundifolia,a mangrove species of Sundarbans of Bangladesh,as it is too dwarf to take DBH and too irregular in base to take Girth at a fixed height.Linear,non-linear and logarithmic regression techniques were tried to determine the best regression model to estimate the above-ground biomass of stem,branch and leaf.A total of 186 regression equations were generated from the combination of independent variables.Best fit regression equations were determined by examining co-efficient of determination (R2),co-efficient of variation (Cv),mean-square of the error (Mserror),residual mean error (Rsme),and F-value.Multiple linear regression models showed more efficient over other types of regression equation.The performance of regression equations was increased by inclusion of GMH as an independent variable along with total height and GCH.
机译:树木生物量通过提供生态系统的不同方面在可持续管理中起着关键作用。通过非破坏性手段估算地上生物量需要开发异速方程。大多数研究人员使用DBH(胸高直径)和TH(总高)开发树木的异速方程。目前很少有特定物种的异速方程可用于灌木,以从测量的植物属性中估算生物量。因此,我们使用一些易于测量的变量来开发异速方程,例如衣领高度的围长(GCH)。 )和孟加拉圆柏(Sundarban)的一种红树林物种圆线拟南芥(A.rotundifolia)的周长测量点(GMH)的总高度(TH),因为太矮了不能采DBH且基部太不规则而不能将周长固定在一个固定高度。尝试使用线性,非线性和对数回归技术来确定最佳回归模型,以估算茎,枝和叶的地上生物量。总共有186个回归方程是由独立变量的组合生成的。最佳拟合回归方程是通过确定确定系数(R2),变异系数(Cv),误差均方(Mserror),残差均值( Rsme)和F值。多个线性回归模型显示出比其他类型的回归方程更有效的方法。通过将GMH与总高度和GCH一起作为自变量,可以提高回归方程的性能。

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