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Avalia??o do ajuste das fun??es weibull e hiperbólica a dados de povoamentos de eucalipto submetidos a desbaste

机译:评估从提交给稀疏的桉树定居点的数据调整威布尔和双曲函数

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The objective of this study was to evaluate the Weibull and Hyperbolic fitting functions for describing the diametric structure of eucalyptus stands submitted to thinning. The four- and three-parameter functions were fit to data of 48 permanent plots set up in a thinned eucalyptus hybrid clone (Eucalyptus grandis x Eucalyptus urophylla) stand located in northeastern Bahia. The fitting of the two-parameter Weibull function was also evaluated by linear approximation. Adherence was evaluated by the Kolmogorov-Smirnov test. The sum of squares of the residues (SSR) from the different fittings also was compared. All the functions presented adherence to the data (P>0.01). The hyperbolic function presented the smallest sum of squares of the residues and smallest adherence test values. The Weibull function, when fit by linear approximation, presented the largest sum of squares of the residues and significance values for the adherence test.
机译:本研究的目的是评估Weibull和双曲线拟合功能,用于描述从而提交稀疏的桉树立体的直径结构。四个和三参数功能适合于设置在薄桉树杂交克隆(桉树Grandis X Eucalyptus Urophylla)的48个永久地块的数据,位于巴伊西南。两参数Weibull功能的拟合也通过线性近似来评估。 Kolmogorov-Smirnov测试评估了依从性。还比较了来自不同配件的残基(SSR)的平方和。所有功能都遵守数据(p> 0.01)。双曲线函数呈现残留物的最小平方和最小的粘附测试值。当通过线性近似拟合时,Weibull功能呈现了残留物的最大平方和粘附测试的重要性值。

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