2012
DOI: 10.5380/rf.v42i2.19376
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MODELAGEM PRÉ-COLHEITA DA ESTRUTURA DIAMÉTRICA DE PLANTIOS DE Pinus spp. POR MEIO DE DISTRIBUIÇÕES PROBABILÍSTICAS

Abstract: ResumoO objetivo foi estudar o comportamento das curvas de distribuição diamétrica de plantios de Pinus spp. no município de Palmas, PR. Os dados são de um povoamento de 87 ha, com 18 anos de idade. As funções probabilísticas Normal, Log-normal, Gamma, Beta, SB de Johnson, Weibull 2P, Weibull 3P e Weber foram ajustadas, utilizando-se para estimativa dos parâmetros o Método dos Momentos, o Método da Máxima Verossimilhança e o Método de Mínimos Quadrados. A qualidade dos ajustes das distribuições foi avaliada po… Show more

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Cited by 2 publications
(4 citation statements)
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“…Some studies sought to increase the significance level of KS test to 20%, aiming to increase its rigor in accepting the null hypothesis (Silva et al, 2002). The 3-parameter Weibull function was the only PDF that showed no significance for χ 2 test, for the distribution in DBH and H. The 3-parameter Weibull function is often used to represent the diametric distribution, due to its versatility (Silva, 2012;Ribeiro et al, 2014) and flexibility (Campos & Leite, 2017), as observed by Oliveira Neto et al (2010), in planted stands of Eucalyptus camaldulensis, by Silva (2012), in planting Pinus spp., Ribeiro et al (2014), planting Eremanthus erythropappus (DC.) MacLeish, Guilherme et al (2020), in fragments of unequal forests and Orellana et al (2014), in different species in a mixed ombrophilous forest.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Some studies sought to increase the significance level of KS test to 20%, aiming to increase its rigor in accepting the null hypothesis (Silva et al, 2002). The 3-parameter Weibull function was the only PDF that showed no significance for χ 2 test, for the distribution in DBH and H. The 3-parameter Weibull function is often used to represent the diametric distribution, due to its versatility (Silva, 2012;Ribeiro et al, 2014) and flexibility (Campos & Leite, 2017), as observed by Oliveira Neto et al (2010), in planted stands of Eucalyptus camaldulensis, by Silva (2012), in planting Pinus spp., Ribeiro et al (2014), planting Eremanthus erythropappus (DC.) MacLeish, Guilherme et al (2020), in fragments of unequal forests and Orellana et al (2014), in different species in a mixed ombrophilous forest.…”
Section: Discussionmentioning
confidence: 99%
“…The PDF's parameters were estimated via maximum likelihood using the EnvStats package (Millard, 2013) of the R software (R Team Core, 2020). The adequacy of the probabilistic models to the DBH and H series was verified by the Kolmogorov-Smirnov (KS) (Téo et al, 2011;Bueno-Coelho et al, 2017) and chi-square (χ 2 ) (Silva, 2012) tests, at a level of 5% significance. The null hypothesis (H 0 ) of these tests is written as: the DBH and H data comes from the specified distribution.…”
Section: Modelling Diameter and Total Height Distributionmentioning
confidence: 99%
“…Os dados foram coletados em fragmento de floresta inequiânea, com área de 2,2 hectares, localizado na Universidade Federal Rural do Rio de Janeiro, Seropédica-RJ, nas coordenadas centrais 22°45'27" S e 43°41'54" O. O clima da região segundo a classificação de Köppen é do tipo Aw, tropical com chuvas de verão (ALVARES et al, 2014). A precipitação e a temperatura média anual são de 1.274 mm e 23,7°C respectivamente, com a altitude variando entre 0 a 25 m e revelo predominantemente plano (GASPARINI et al, 2013;SILVA, 2012;DERECZYNSKI, 2014).…”
Section: Methodsunclassified
“…Uma maneira de descrever esta distribuição é por meio das funções densidade de probabilidade (FDP), que permitem conhecer a probabilidade associada com cada valor da classe diamétrica (CAMPOS; LEITE, 2017). Dentre as principais funções utilizadas em estudos florestais destacam-se as funções Weibull, Beta, Gamma, Log-Normal e Sb Johnson (MACHADO et al, 2009;SOARES et al, 2011;ARAÚJO et al, 2012;NASCIMENTO et al, 2012;SILVA, 2012;RIBEIRO et al, 2014;DIAMANTOPOULOU et al, 2015;CYSNEIROS et al, 2017).…”
Section: Introductionunclassified