The drying characteristics of yam slices under different constant relative humidity (RH) and step-down RH levels were studied. A mass transfer model was developed based on Bi-Di correlations containing a drying coefficient and a lag factor to describe the drying process. It was validated using experimental data. Results showed that the drying air with constant RH levels of 20%, 30%, and 40%, temperature of 60 o C and air velocity of 1.5 m/s had insignificant effect on drying time. This phenomenon was likely attributed to the fact that higher RH lead to rapidly increment of sample's temperature. Afterwards, higher sample's temperature could provide an additional driving force to water diffusion and thereby promoted the moisture movement which could minimize the negative effect of lower drying rate in the initial drying stage. Applying air with 40% RH for 15 min in the initial stage achieved the desired color and reduced the drying time by 25% compared to Downloaded by [University of Otago] at 12:28 07 October 2015 2 the drying time under continuous dehumidification from an initial RH of 40%. Using the developed Bi-Di correlation, the estimated Biot number, effective moisture diffusivity and mass transfer coefficient ranged from 0.1024 to 0.1182, from 1.1133×10 -10 to 8.8144×10 -9 m 2 /s and from 1.8992×10 -9 to 1.7364×10 -7 m/s, respectively. A rather high correlation coefficient of determination (R 2 ranged from 0.9871 to 0.9971) was determined between the experimental and predicted moisture contents. The present findings contributed to a better understanding of the effect of relative humidity on drying characteristics. The developed Bi-Di correlation provided a new method to determine the effective diffusivity of moisture in drying.
A, B constants in Eq. (14)A p the surface area of the particles exposed to hot air (m 2 ) Bi Biot number for moisture transfer (dimensionless) Di Dincer number (dimensionless) DR drying rate (g·g -1 ·h -1 ) Fo Fourier number for moisture transfer (dimensionless) G lag factor (dimensionless) k moisture transfer coefficient (m·s -1 ) Downloaded by [University of Otago] at 12:28 07 October 2015 3 L characteristic dimension, slab half-thickness (m) M moisture content (dry basis) MR moisture ratio (dimensionless) MR exp,i the ith experimental moisture ratio MR e the equilibrium moisture ratio MR pre,i the ith predicted moisture ratio N the number of observation R 2 correlation coefficient RH relative humidity (%) S drying coefficient (s -1 ) T drying air temperature ( o C) t drying time (h) v flow velocity of drying air (m·s -1 ) μ characteristics coefficient depending on the product geometry CIELAB Parameters