1995
DOI: 10.1590/s0006-87051995000200019
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Variabilidade espacial do potencial de erosão das chuvas do Estado de São Paulo

Abstract: RESUMOUtilizaram-se dados de 292 pluviômetros da rede oficial do Estado de São Paulo para o cálculo do fator R da equação universal de perdas de solo, segundo modelo disponível na literatura. O objetivo deste trabalho foi usar a geoestatística para estudar a variabilidade espacial do potencial de erosão das chuvas e construir mapas de isolinhas com precisão. Calculou-se a dependência espacial através do semivariograma para os períodos das secas (abril a setembro), das águas (outubro a março) e para a erosivida… Show more

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Cited by 44 publications
(45 citation statements)
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“…Thus, the minimum spacing between stations should be 12 km so that the spatial distribution effect of rainfall and erosivity can be detected in semivariogram studies. The average range for the monthly semivariograms was 72.67 km, similar to that found by Vieira and Lombardi Neto (1995) for the state of São Paulo (70 km).…”
Section: Resultssupporting
confidence: 82%
See 1 more Smart Citation
“…Thus, the minimum spacing between stations should be 12 km so that the spatial distribution effect of rainfall and erosivity can be detected in semivariogram studies. The average range for the monthly semivariograms was 72.67 km, similar to that found by Vieira and Lombardi Neto (1995) for the state of São Paulo (70 km).…”
Section: Resultssupporting
confidence: 82%
“…Studies of erosivity mapping on a national scale (Silva, 2004;Oliveira et al, 2012;Mello et al, 2013) and for the states of Minas Gerais (Mello et al, 2007;Moreira et al, 2008), with specific details for the south of the state of Minas Gerais (Aquino et al, 2012), and São Paulo (Vieira and Lombardi Neto, 1995;Moreira et al, 2006) showed analysis on a regional scale with low spatial resolution. However, river basins are the basic unit of planning and management of water resources, and the planning and implementation of soil and water conservation practices require a level of spatial detail consistent with their scale .…”
Section: Introductionmentioning
confidence: 99%
“…The range is another important parameter of interpretation of semivariograms and spatial variations in general, indicating the limit distance at which a sample point has influence over another point, i.e., the maximum distance up to which sample points are correlated. All points located within a circle with radius equal to the range can be used to estimate values with smaller spacing (Vieira & Lombardi Neto, 1995). Points located at distances beyond the range have no defined spatial dependence but are randomly distributed, behaving independently.…”
Section: Crop Yieldmentioning
confidence: 99%
“…Na Tabela 2 pode-se observar que os valores do alcance obtidos variam de 706,50 a 6.444,00 m, os quais correspondem aos raios das áreas consideradas homogêneas para cada variável estudada. Desta forma, todos os vizinhos situados dentro de um círculo com esses raios, podem ser usados para estimar valores para qualquer ponto entre eles (Vieira & Lombardi Neto, 1995). Observa-se que os atributos que apresentaram menor e maior alcance foram o teor de Ca e o índice de floculação (IF) respectivamente.…”
Section: Resultsunclassified