Generalization of temperature and thickness effects in kinetic studies of turmeric (Curcuma longa) slices drying


Citation

Bezbaruah B. J, . and Hazarika M. K, . Generalization of temperature and thickness effects in kinetic studies of turmeric (Curcuma longa) slices drying. pp. 1529-1532. ISSN 22317546

Abstract

The effects of temperature and slice thickness on the drying kinetics of turmeric (Curcuma longa) slices are modeled to obtain a generalized master curve equation. Drying data obtained from experiments carried out in a laboratory scale tray dryer at different drying temperatures in the range of 40-70oC for different turmeric slice thicknesses (3-10 mm) are fitted to Midilli-Kucuk model (R2 0.992) the best fitted model among the common semi-theoretical models. To incorporate the temperature and slice thickness effects temperature-thickness superposition technique was applied in two stages. In the first stage at a given drying temperatures moisture ratio is expressed as a function of reduced time (t.ah) which is the product of drying time (t) and a thickness shifting factor (ah). Thickness reduced master curves obtained at each temperature are again shifted by temperature shift factor (aT) to generate a single master curve expressing moisture ratio as a function of another reduced time t product of drying time (t) thickness shifting factor (ah) and temperature shift factor (aT) to obtain the generalized Midilli-Kucuk model (MR(t.ah.aT )). Temperature dependence of ah could be regressed into the Arrhenius - type equation and aT could be regressed into a linear equation. The developed model was compared to the generalized drying model based on generalized drying rate constant where upon both the models were found to yield prediction of turmeric slice drying with high accuracy (R2 value 0.99).


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Abstract

The effects of temperature and slice thickness on the drying kinetics of turmeric (Curcuma longa) slices are modeled to obtain a generalized master curve equation. Drying data obtained from experiments carried out in a laboratory scale tray dryer at different drying temperatures in the range of 40-70oC for different turmeric slice thicknesses (3-10 mm) are fitted to Midilli-Kucuk model (R2 0.992) the best fitted model among the common semi-theoretical models. To incorporate the temperature and slice thickness effects temperature-thickness superposition technique was applied in two stages. In the first stage at a given drying temperatures moisture ratio is expressed as a function of reduced time (t.ah) which is the product of drying time (t) and a thickness shifting factor (ah). Thickness reduced master curves obtained at each temperature are again shifted by temperature shift factor (aT) to generate a single master curve expressing moisture ratio as a function of another reduced time t product of drying time (t) thickness shifting factor (ah) and temperature shift factor (aT) to obtain the generalized Midilli-Kucuk model (MR(t.ah.aT )). Temperature dependence of ah could be regressed into the Arrhenius - type equation and aT could be regressed into a linear equation. The developed model was compared to the generalized drying model based on generalized drying rate constant where upon both the models were found to yield prediction of turmeric slice drying with high accuracy (R2 value 0.99).

Additional Metadata

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Item Type: Article
AGROVOC Term: Turmeric
AGROVOC Term: Curcuma longa
AGROVOC Term: Temperature
AGROVOC Term: Thickness
AGROVOC Term: Drying
Depositing User: Ms. Suzila Mohamad Kasim
Last Modified: 24 Apr 2025 06:27
URI: http://webagris.upm.edu.my/id/eprint/21816

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