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. 2023 Nov 4;9(11):e21827. doi: 10.1016/j.heliyon.2023.e21827

Table 3.

Estimated regression coefficients of extruded corn flour breakfast cereals for responses final moisture content (final MC (MCdie)), color measurements lightness (Ld), redness (ad) and yellowness (bd), particle density (logarithmic form), water absorption index (WAI), water solubility index (WSI), hardness, crispiness and specific mechanical energy (SME).

Factor Final MC WAI WSI (%) Ld ad bd SEI log(density) (kg/L) Hardness (kg/s) Crispiness Wc (Nmm) Crispiness Nsr (/mm) SME (kJ/kg)
Intercept −0.0311c −0.96c 68.35a 69.40a 5.68a 31.62a 60.95a −5.86a −12c −400c −2.06a 1201a
FC (x1) 0.0130c −4.00b 61.94a 3.78d −3.34a −8.07b 8.97c 1.85d 5.4c ns 0.11c −650a
FC (x1x1) ns −26.03c −377.78b −27.72c −22.06c −116.77a ns ns −520b ns ns ns
MC (x2) 0.9329a 13.21b −171.86a 75.62a −29.62a −14.04c −90.15a 11.01a 45c 1487b 4.64d −2071a
MC (x2x2) ns −490.12d −3630.06a −586.53c 385.45b 368.55c −2912.80b 204.20d ns ns ns ns
T (x3) −0.0005a 0.03a 0.07d −0.03d 0.04a 0.00c −0.10b −0.01b 0c ns 0.02a −2a
T (x3x3) ns ns ns ns ns ns ns ns ns ns ns ns
SFL(x4) 0.3015a 3.56c −118.09a 10.13c −1.43c 17.40c −139.05a 12.45a 2c 1354b 1.45c −614b
SFL(x4x4) ns ns ns ns ns ns ns ns 8725b ns 528.82a ns
FC x MC (x1x2) −1.9477b ns ns ns ns ns ns ns ns ns −93.61a 9421a
FC x T (x1x3) ns 0.28b 0.07c 0.50b −0.07c −0.13c −1.46a 0.04c ns ns ns ns
FC x SFL (x1x4) ns ns ns ns ns ns −835.26b 27.86c ns ns −71.10b −12476a
MC x T (x2x3) ns 0.19c −4.22b 1.84a −1.13a −1.15d ns ns 3.9b ns 0.42b ns
MC x SFL (x2x4) ns −211.72c 3874.48b −333.62c 175.90c 1416.03a ns ns ns ns ns 27855b
T x SFL (x3x4) ns 0.60c 5.24b ns ns ns 6.65a −0.51b ns ns ns 60.881a
R2 (%) 93.3 91.3 96.9 90.2 96.3 80.9 87.6 84.0 59.6 47.1 91.8 96.9

Ns: Non-significant effects and interactions that are not taken into the model for a parameter.

FC (%) = fibre content (wheat dextrin).

MC (%) = initial moisture content (feed MC).

T (°C) = barrel temperature.

SFL (kg/rev) = specific feeding load.

R2 (%) = The proportion of the variance for each response explained by the regression model.

a

Significant value at p < 0.01.

b

Significant value at p < 0.05.

c

Values in the model with insignificant levels (p > 0.05).

d

Values in the model not significant at α = 0.05, with borderline significance (0.05 < p < 0.15).