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Combining diameter-distribution function with allometric equation in biomass estimates: a case study of Phyllostachys edulis forests in South Anhui, China

机译:在生物量估计中结合直径分布函数和异速生长方程:以皖南毛竹林为例

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摘要

Large-scale biomass estimates are primarily based on the estimation of biomass at the stand level. The accurate estimation of forest biomass at the stand level is vital for regional carbon budgets, estimates of the global carbon cycle, and reports on stock changes required by the Kyoto Protocol. However, currently available stand-level methods do not account for variations in biomass within a stand and are unable to fully reflect developments and changes in stand structures. Here, we identified the best diameter-distribution function among six common distribution functions (normal, lognormal, exponential, gamma, logistic, and Weibull) using Akaike's information criterion and then developed a diameter-distribution model that combines the selected diameter-distribution function with an allometric equation to estimate the biomass of Moso bamboo forests in South Anhui Province, China. We found that a three-parameter Weibull distribution best characterized the diameter distribution of the Moso bamboo stands. The biomass derived from the allometric equation was small compared to the biomass estimated using the Weibull distribution model (52.39 vs. 53.25 t/ha), suggesting that bamboo forest biomass and carbon stocks determined at various levels using the common allometric equation alone have been underestimated. The use of a diameter-distribution model to estimate bamboo forest biomass and carbon stock is expected to improve the estimation accuracy.
机译:大规模生物量估算主要基于林分一级的生物量估算。林分一级森林生物量的准确估算对于区域碳预算,全球碳循环估算以及《京都议定书》要求的库变化报告至关重要。但是,当前可用的林分水平方法不能解决林分内生物量的变化,并且不能完全反映林分结构的发展和变化。在这里,我们使用Akaike的信息准则在六个常见的分布函数(正态,对数正态,指数,伽玛,对数和Weibull)中确定了最佳的直径分布函数,然后开发了一个直径分布模型,该模型将选定的直径分布函数与估计南方皖南毛竹林生物量的异速方程。我们发现,三参数威布尔分布最能代表毛竹架的直径分布。与使用Weibull分布模型估算的生物量相比,从异速方程导出的生物量较小(52.39 vs. 53.25 t / ha),这表明仅通过普通的异速方程测得的竹林生物量和碳储量就被低估了。 。使用直径分布模型估计竹林生物量和碳储量有望提高估计的准确性。

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