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Coupling CFD and Diffusion Models for Analyzing the Convective Drying Behavior of a Single Rice Kernel
Authors:Ramadan Elgamal  Frederik Ronsse  Sherif M Radwan
Affiliation:1. Faculty of Bioscience Engineering, Department of Biosystems Engineering , Ghent University , Ghent , Belgium;2. Faculty of Agriculture, Department of Agricultural Engineering , Suez Canal University , Ismailia , Egypt;3. Faculty of Bioscience Engineering, Department of Biosystems Engineering , Ghent University , Ghent , Belgium;4. Faculty of Agriculture, Department of Agricultural Engineering , Suez Canal University , Ismailia , Egypt
Abstract:The drying behavior of a single rice kernel subjected to convective drying was analyzed numerically by solving heat and moisture transfer equations using a coupled computational fluid dynamics (CFD) and diffusion model. The transfer coefficients were computed simultaneously with the external flow field and the internal diffusive field of the grain. The model was validated using results of a thin-layer drying experiments from the literature. The effects of velocity and temperature of the drying air on the rice kernel were analyzed. It was found that the air temperature was the major variable that affected the drying rate of the rice kernel. The initial drying rates (in first 20 min) were 7, 12, and 19% per hour at inlet air temperatures of 30, 45, and 60 ° C, respectively. Important temperature gradients within the grain existed only in the first few minutes of the drying process. The moisture content gradients reached a maximum value of 11.7% (db) mm ?1 at approximately 45 min along the short axis in the thickness direction. The variation in the inlet air velocity showed a minor effect on the drying rate of the rice kernel. The heat and mass transfer coefficients varied from 16.57 to 203.46 W·m ?2·K ?1 and from 0.0160 to 0.1959 m·s ?1, respectively. The importance of the computation of the transfer coefficients with the heat and mass transfer model is demonstrated.
Keywords:CFD  Diffusion model  Grain drying  Heat and mass transfer  Mathematical modeling
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