A wide variation in all responses was observed for different experimental combinations,
i.e., 19.25 to 54.72 % for groat recovery, 8.92 to 24.75 for broken % and 27.14 to 77.01 % for dehulling efficiency respectively (Table 1). The data were analyzed using a multiple regression technique to develop a response surface model. Both dehulling efficiency and broken content were analysed using quadratic model and the groat recovery using linear model. It was observed that the lack of fit was found to be non-significant for all the models. On the other hand, R
2, adjusted R
2, predicted R
2, adequate precision and coefficient of variation were compared with threshold values and confirmed the estimated models to be adequate (Table 2). A second-order polynomial of the following form was fitted to the data for all responses:
Y = ß
o+ ß
1 A + ß
2 B + ß
3 C + ß
4 A
2 + ß
5 B
2 +ß
6 C
2 +ß
7AB + ß
8 AC + ß
9 BC
Where,
Y= The response variable, predicted responses.
ß
o= The intercept.
ß
1, ß
2, ß
3= linear coefficients.
ß
4, ß
5, ß
6= Quadratic coefficients.
ß
7, ß
8, ß
9= Interactions coefficients.
A = Moisture content (%).
B = Feed rate (kg/h).
C = No. of passes.
Effect of different dehulling parameters on responses
The results of the evaluation of different dehulling variables on the responses was analysed and presented in Table 2. Results indicated that grain moisture content, feed rate and number of passes had a significant effect on the dehulling efficiency, groat recovery and broken content.
The predicted models for groat recovery, broken content and dehulling efficiency can be described by the following equation in terms of coded factors:
Groat recovery = 35.19 - 11.57*A - 2.79*B + 9.12*C
Broken content = 10.53 - 4.46*A - 0.08*B + 3.17*C - 0.01*AB - 3.45*AC - 0.46*BC + 4.65*A
2 + 3.25*B
2 - 1.37*C
2
Dehulling efficiency = 50.91 - 14.12*A - 3.05*B + 11.65*C + 2.60*AB - 2.59*AC - 1.42*BC + 0.06*A
2+ 5.22*B
2- 2.38*C
2
A = Moisture content (%).
B = Feed rate (kg/h).
C = No. of passes.
Groat recovery
The response surface plots showing the effect of process conditions on groat recovery has been illustrated by varying two factors at a time and maintaining one of factors constant to centre level. Fig 1 shows the effect of varying levels of moisture content, feed rate and number of passes on groat recovery. The groat recovery ranged from 19.25 to 54.72% (Table 1). It was observed that increase in grain moisture caused a decrease in groat recovery, this may be because of greater absorption of water in layer between groat and hull which produced an adhesive force. Similar trends for the effect of grain moisture content on groat recovery were reported by
Ehiwe et al., (1987) for pea. Similarly the increase in feed rate from 6 to 12 kg/h caused a decrease in groat recovery. This trend may be because of with greater feed rate, grains lumped together fell on to the blades of impact dehuller and due to which impact force reduces on to each grain which tends reduction in groat recovery. But as number of passes increased, groat recovery increased. As number of passes increased, remaining hulled grains were dehulled in next repetition, resulted increase in groat recovery. Similar trends of groat recovery were observed by researches conducted by
Doehlert and McMullen (2001) and
Gupta and Das (1999) for oats and sunflower grains, respectively. Regression coefficients demonstrate that moisture content (A), feed rate (B) and number of passes (C) had significant effect on groat recovery.
Broken content
The Fig 2 shows the effect of varying levels of moisture content, feed rate and number of passes on broken content. With the increase in grain moisture, a decrease in breakage can be observed in 3D plot. The decrease in broken content attributed to greater moisture absorption by inner groats, subsequently induced cohesive force resulted in decline in groat breakage. But as number of passes increases, with repetitive impact groat break down into pieces, as a result broken content increases.
Doehlert and McMullen (2001) also observed a decrease in broken % as moisture was increased from 7.5 to 30%. The broken content ranged from 8.92 to 24.75% (Table 1). In this quadratic model linear term of moisture content (A) and number of passes (C), interaction between moisture content and number of passes (AC) and quadratic term of moisture content (A
2) and feed rate (B
2) are significant (P<0.05). The negative coefficient of the linear term of moisture content represented a decreasing trend of groat breakage with increase in corresponding factors as shown in Fig 2.
Dehulling efficiency
The response surface plot for dehulling efficiency is presented in Fig 3. The dehulling efficiency ranged from 27.14 to 77.01% (Table 1). Linear term of feed rate (B), interaction terms of moisture content and feed rate (AB) and moisture content and number of passes (AC) and quadratic terms of feed rate (B
2) and number of passes (C
2) werefound significant at P<0.05 and linear terms moisture content (A) and number of passes (C) at P<0.01. Similar to groat recovery, a decrease in dehulling efficiency was observed with increase in grain moisture and feed rate whereas with increase in number of passes These results for dehulling efficiency are in conformity with results reported by
Doehlert and McMullen (2001) for oats.
Optimization of experimental parameters
Based on the models, the optimal working conditions were worked out. The responses dehulling efficiency, groat recovery and broken content were optimized to identify the best conditions that could maximize groat recovery and dehulling efficiency with minimum formation of brokens during the process. By applying desirability function solutions were obtained for the optimum value covering criteria with different desirability values as presented in Table 3. Optimum moisture content, feed rate and number of passes were found to be 10.62% (wb), 7.57 kg/h and 4 passes with maximum desirability of 0.735. Operating under these conditions groat recovery and dehulling efficiency obtained was 47.88% and 65.53%, respectively generating 14.71% brokens.
To check the validity of the model the experiments were carried out at optimum values of moisture, feed rate and no of passes. The predicted values using obtained models for the three response variables are shown in Table 4. The results indicated that the experimental and predicted values showed a good agreement.