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Development of Allometric Equations for Estimating Above-Ground Liana Biomass in Tropical Primary and Secondary Forests, Malaysia

机译:在马来西亚热带中学和中学森林中估算地下莲花生物量的同传方程的发展

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The study developed allometric equations for estimating liana stem and total above-ground biomass in primary and secondary forests in the Penang National Park, Penang, Malaysia. Using biomass-diameter-length data of 60 liana individuals representing 15 species, allometric equations were developed for liana stem biomass and total above-ground biomass (TAGB). Three types of allometric equations were developed: models fitted to untransformed, weighted, and log-transformed (log10) data. There was a significant linear relationship between biomass and the predictors (diameter, length, and/or their combinations). The same set of models was developed for primary and secondary forests due to absence of differences in regression line slopes of the forests (ANCOVA:P>0.05). The coefficients of determination values of the models were high (stem: 0.861 to 0.990; TAGB: 0.900 to 0.992). Generally, log-transformed models showed better fit (Furnival's index, FI < 0.50) than the other models (FI > 0.5). A comparison of the best TAGB model in this study (based on FI) with previously published equations indicated that most of the equations significantly (P<0.05) overestimated TAGB of lianas. However, a previous equation from Southeast Asia estimated TAGB similar to that of the current equation (P>0.05). Therefore, regional or intracontinental equations should be preferred to intercontinental equations when estimating liana biomass.
机译:该研究在槟城国家公园,槟城,马来西亚槟城国家公园估算Liana茎和地上生物量的同类方程。使用代表15种的60个Liana个体的生物质直径 - 长度数据,为Liana STEM生物质和地上生物量(TAGB)开发了同传方程。开发了三种类型的等式方程:装配到未转化,加权和对数(log10)数据的模型。生物质与预测器(直径,长度和/或其组合)之间存在显着的线性关系。由于森林的回归线斜坡的缺失,由于缺乏差异(ANCOVA:P> 0.05),因此开发了相同的模型。模型的确定值的系数高(杆:0.861至0.990; Tagb:0.900至0.992)。通常,对数转换的模型显示比其他型号更好(家具索引,Fi <0.50)(Fi> 0.5)。本研究中最佳TAGB模型的比较(基于FI)与先前公布的方程表示,大多数方程显着(P <0.05)Lianas的高估Tagb。然而,来自东南亚的先前等式估计标签类似于当前方程(P> 0.05)。因此,在估计Liana生物质时,区域或鞘内方程应该优选在洲际方程中。

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