秘鲁乌卡亚利马西塞亚热带中台地土壤森林中 Aniba rosaeodora Ducke 的生物量和精油的异计量模型

IF 2.7 Q1 FORESTRY Trees, Forests and People Pub Date : 2024-06-01 DOI:10.1016/j.tfp.2024.100594
Jorge M. Revilla-Chávez , Lyanna H. Sáenz-Ramírez , Antony C. Gonzales-Alvarado , Diego G. García-Soria , Alexandre M. Sebbenn
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引用次数: 0

摘要

在这项研究中,我们建立了一个计量模型来预测具有经济价值的热带树木 Aniba rosaeodora 的总生物量,以便通过利用枝叶来管理对自然种群的可持续利用,同时还能评估其驯化和发展种植园的潜力。为此,我们对 15 棵树进行了采样,这些树的平均胸径(DBH)为 9 厘米(σ = 7.5 厘米,CV = 44 %),树高(Th)为 17.6 米(σ = 5.5 米,CV = 31 %),平均总生物量为 277.7 kg (σ = 203.9 kg, CV = 73 %),产生的精油平均为 4.5 l (σ = 3.3 l, CV = 75 %),产油量为 1.51 % (σ = 0.34 %, CV = 22.3 %)。因此,从易于测量且相关性强(Spearman's Rho 0.63-0.99; P <0.05)的变量(直径)中选取了 29 个异计量模型来估算茎干生物量(Cb)、绿枝生物量(Pb)、次生枝生物量(Sb)、叶生物量(Lb)、树木总生物量(Tb)和精油。通过测试,选出了相关系数、R2 和 R2aj 最佳的模型,用于估算每种树木的生物量和精油含量。其中,Tb=(-1.73388+0.835102D50)2,ρ = 0.96;R2aj = 0.962;Oil=exp(-6.4554+2.54862ln(D50)),ρ = 0.82;R2aj = 0.930,但通过使用树木总生物量(Tb)的间接方法,精油的拟合效果更好,Oil=1/(-0.0793641+82.2948/Tb),ρ = 0.84;R2aj = 0.998。
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Allometric models of biomass and essential oils of Aniba rosaeodora Ducke in a tropical middle terrace soil forest of Masisea, Ucayali, Peru

In this study we developed an allometric model to predict the total biomass of the tropical tree of economic value Aniba rosaeodora to manage the sustainable use of natural populations through the use of branches and leaves, in the same way that allows us to evaluate the potential for its domestication and develop plantations. For this, 15 trees were sampled with an average diameter at breast height (DBH) of 9 cm (σ = 7.5 cm, CV = 44 %), height (Th) of 17.6 m (σ = 5.5 m, CV = 31 %), an average total biomass of 277.7 kg (σ = 203.9 kg, CV = 73 %), resulting in an average of 4.5 l of essential oil (σ = 3.3 l, CV = 75 %), and with an oil yield of 1.51 % (σ = 0.34 %, CV = 22.3 %). Thus, 29 allometric models were selected to estimate biomass of the stem (Cb), biomass of green branches (Pb), biomass of secondary branches (Sb), leaf biomass (Lb), total tree biomass (Tb) and essential oil, from variables of easy measurement (diameter) and strong correlation (Spearman's Rho 0.63–0.99; P < 0.05). From the tests, the models with the best correlation coefficients, R2 and R2aj were selected to estimate the biomass and essential oil content of each tree. Thus, the equations whose predictor variable is the D50 was the best fit, where Tb=(-1.73388+0.835102D50)2, ρ = 0.96; R2aj = 0.962 and Oil=exp(-6.4554+2.54862ln(D50)), ρ = 0.82; R2aj = 0.930, but by an indirect method using total tree biomass (Tb) a better fit can be obtained for essential oil, Oil=1/(-0.0793641+82.2948/Tb), ρ = 0.84; R2aj = 0.998.

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来源期刊
Trees, Forests and People
Trees, Forests and People Economics, Econometrics and Finance-Economics, Econometrics and Finance (miscellaneous)
CiteScore
4.30
自引率
7.40%
发文量
172
审稿时长
56 days
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