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Ângulo <strong>de</strong> <strong>repouso</strong>, <strong>atrito</strong> <strong>interno</strong> e <strong>efetivo</strong> <strong>dos</strong> grãos <strong>de</strong> café com pergaminho<<strong>br</strong> />

Silva et al.<<strong>br</strong> />

21<<strong>br</strong> />

coeficientes <strong>de</strong> <strong>de</strong>terminação (R 2 ) e erro médio<<strong>br</strong> />

relativo (P), encontram-se na Tabela 2. Nas<<strong>br</strong> />

Figuras 1 e 2 são apresentadas as médias <strong>dos</strong><<strong>br</strong> />

valores experimentais e estima<strong>dos</strong> <strong>dos</strong> ângulos<<strong>br</strong> />

<strong>de</strong> <strong>atrito</strong> <strong>interno</strong> e <strong>de</strong> <strong>repouso</strong> <strong>dos</strong> grãos <strong>de</strong> café,<<strong>br</strong> />

em função do teor <strong>de</strong> umida<strong>de</strong> do produto.<<strong>br</strong> />

Observa-se na Tabela 2 e na Figura 1, a<<strong>br</strong> />

existência <strong>de</strong> uma correlação linear positiva<<strong>br</strong> />

entre os valores médios do ângulo <strong>de</strong> <strong>repouso</strong><<strong>br</strong> />

para ambas varieda<strong>de</strong>s estudadas <strong>dos</strong> grãos <strong>de</strong><<strong>br</strong> />

café e o teor <strong>de</strong> umida<strong>de</strong>, ou seja, a r<strong>edu</strong>ção <strong>dos</strong><<strong>br</strong> />

valores <strong>de</strong> umida<strong>de</strong> está associado à diminuição<<strong>br</strong> />

das proprieda<strong>de</strong>s físicas do produto. Isto<<strong>br</strong> />

significa que esta característica física aumenta<<strong>br</strong> />

linearmente com o aumento do teor <strong>de</strong> umida<strong>de</strong>,<<strong>br</strong> />

sendo esta tendência também verificada por<<strong>br</strong> />

diversos autores para vários produtos agrícolas<<strong>br</strong> />

(Baryeh 2002; Kaleemullah & Gunasekar 2002;<<strong>br</strong> />

Nimkar & Chattopadhyay 2001; Gupta & Das<<strong>br</strong> />

1997; Singh & Goswami 1996; Suthar & Das<<strong>br</strong> />

1996; Visvanathan et al. 1996; Bene<strong>de</strong>tti 1987).<<strong>br</strong> />

Para o caso do ângulo <strong>de</strong> <strong>atrito</strong> <strong>interno</strong>, os<<strong>br</strong> />

resulta<strong>dos</strong> médios apresentam a mesma<<strong>br</strong> />

correlação positiva com o teor <strong>de</strong> umida<strong>de</strong> para<<strong>br</strong> />

ambas varieda<strong>de</strong>s <strong>dos</strong> grãos <strong>de</strong> café com<<strong>br</strong> />

pergaminho, ou seja, estas proprieda<strong>de</strong>s físicas<<strong>br</strong> />

aumentam linearmente com o aumento do teor<<strong>br</strong> />

<strong>de</strong> umida<strong>de</strong>.<<strong>br</strong> />

Tabela 2 - Coeficientes das equações ajustadas para se calcular as proprieda<strong>de</strong>s físicas instantâneas<<strong>br</strong> />

<strong>dos</strong> grãos <strong>de</strong> café com pergaminho das varieda<strong>de</strong>s catuaí vermelho e conillon, em função<<strong>br</strong> />

do teor <strong>de</strong> umida<strong>de</strong> do produto (U), com os respectivos coeficientes <strong>de</strong> <strong>de</strong>terminação (R 2 )<<strong>br</strong> />

e erro médio relativo (P)<<strong>br</strong> />

Ângulo <strong>de</strong> Coeficientes <strong>de</strong> Regressão R 2 P<<strong>br</strong> />

Atrito β 0 β <<strong>br</strong> />

Catuaí Vermelho<<strong>br</strong> />

Interno 32,1170 32,0356x10 -2 *<<strong>br</strong> />

0,8806 0,0112<<strong>br</strong> />

Repouso 32,9560 0,1163 * 0,8942 0,0410<<strong>br</strong> />

Conillon<<strong>br</strong> />

Interno 30,1812 17,7445x10 -2 *<<strong>br</strong> />

0,8749 0,0084<<strong>br</strong> />

Repouso 29,6720 0,1235 * 0,9388 0,0032<<strong>br</strong> />

* Significativo ao nível <strong>de</strong> 1% <strong>de</strong> probabilida<strong>de</strong>, pelo teste T.<<strong>br</strong> />

42<<strong>br</strong> />

40<<strong>br</strong> />

Angulos (º)<<strong>br</strong> />

38<<strong>br</strong> />

36<<strong>br</strong> />

34<<strong>br</strong> />

Ângulo Interno CV<<strong>br</strong> />

Ângulo Repouso CV<<strong>br</strong> />

Ângulo Interno CO<<strong>br</strong> />

Ângulo Repouso CO<<strong>br</strong> />

Valores Estima<strong>dos</strong><<strong>br</strong> />

32<<strong>br</strong> />

30<<strong>br</strong> />

10 12 14 16 18 20 22 24 26 28<<strong>br</strong> />

Teor <strong>de</strong> Umida<strong>de</strong> (b.s.)<<strong>br</strong> />

Figura 1 - Valores experimentais e estima<strong>dos</strong> <strong>dos</strong> ângulos <strong>de</strong> <strong>atrito</strong> <strong>interno</strong> e <strong>de</strong> <strong>repouso</strong> das<<strong>br</strong> />

varieda<strong>de</strong>s catuaí vermelho (CV) e conillon (CO), em função do teor <strong>de</strong> umida<strong>de</strong> do<<strong>br</strong> />

produto (U)<<strong>br</strong> />

Revista Brasileira <strong>de</strong> Produtos Agroindustriais, Campina Gran<strong>de</strong>, v.8, n.1, p.17-23, 2006

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