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Year 2021, Volume: 2 Issue: 2, 363 - 375, 31.12.2021

Abstract

References

  • Akpinar EK (2006). Determination of suitable thin layer drying curve model for some vegetables and fruits. Journal of Food Engineering, 73: 75-84.
  • Arslan D and Ozcan MM (2010). Study the effect of sun, oven and microwave drying on the quality of onion slices. LWT Food Science Technology, 43: 1121-1127.
  • Ayensu A (1997). Dehydration of food crops using a solar dryer with convective heat flow. Solar Energy, 59: 121-126.
  • Bozkir H, Ergun AR, Tekgu Y and Baysa T (2018). Ultrasound as pretreatment for drying garlic slices in microwave and convective dryer. Food Science and Biotechnology, 28: 347-354.
  • Caliskan G, Dirim SN (2017). Drying characteristics of pumpkin (Cucurbita moschata) slices in convective and freeze dryer. Heat Mass Transfer, 53: 2129-2141.
  • Celen S, Kahveci K, Akyol U and Haksever A (2010). Drying behaviour of cultured mushrooms. Journal of Food Processing and Preservation, 34(1): 27-42.
  • Da Silva, WP, eSilva, CMDPS, Gama FJA and Gomes JP (2014). Mathematical models to describe thin-layer drying and to determine drying rate of whole bananas. Journal of the Saudi Society of Agricultural Sciences, 13(1): 67-74.
  • Demiray E, Seker A and Tulek Y (2017). Drying kinetics of onion (Allium cepa L.) slices with convective and microwave drying. Heat Mass Transfer, 53: 1817-1827.
  • Dissa AO, Bathiebo DJ, Desmorieux H, Coulibaly O and Koulidiati J (2011). Experimental characterisation and modelling of thin layer direct solar drying of Amelie and Brooks mangoes. Energy, 36(5): 2517-2527.
  • Doymaz I (2005). Sun drying of figs: An experimental study. Journal of Food Engineering, 71: 403-407.
  • Doymaz I and Pala M (2002). Hot-air drying characteristics of red pepper. Journal of Food Engineering, 55(4): 331-335.
  • FAO (2010). Food and Agricultural Organization of the United Nation. Economic and Social Department. Statistic Division.
  • Garcia CC, Mauro MA and Kimura M (2007). Kinetics of osmotic dehydration and air drying of pumpkins (Cucurbita moschata). Journal of Food Engineering, 82: 284-291.
  • Gowen AA, Abu-Ghannam N, Frias J and Oliveira J (2008). Modelling dehydration and rehydration of cooked soybeans subjected to combined microwave-hot-air drying. Innovative Food Science and Emerging Technologies, 9(1): 129-137.
  • Guine RPF and Fernandes RMC (2006). Analysis of the drying kinetics of chestnuts. Journal of Food Engineering, 76: 460-467.
  • Hii CL, Law CL, Cloke M and Suzannah M (2009). Thin layer drying kinetics of cocoa and dried product quality. Biosystems Engineering, 102(2): 153-161.
  • Horner WFA (1993). Drying: chemical changes in: Macrae R, Robinson R. K., Sadler M. J. (Eds) Encyclopedia of Food Science, Food Technology and Nutrition, Academic Press, London, Pp. 1485-1489.
  • Ikrang EG and Umani, KC (2019). Optimization of process conditions for drying of catfish (Clarias gariepinus) using Response Surface Methodology (RSM). Food Science and Human Wellness, 8: 46-52.
  • Kaleemullah S and Kailappan R (2006). Modelling of thin- layer drying kinetics of red chilies. Journal of Food Engineering, 76(4): 531-537.
  • Karaaslan SN and Tuncer IK (2008). Development of a drying model for combined microwave fan assisted convection drying of spinach. Biosystems Engineering, 100(1): 44-52.
  • Karathanos VT (1999). Application of thin layer equation to drying data of fresh and semi dried fruits. Journal of Agricultural Engineering Research, 74(4): 355-361.
  • Kashaninejad M, Mortazavi A, Safekordi, A and Tabil LG (2007). Thin-layer drying characteristics and modelling of pistachio nuts. Journal of Food Engineering, 78: 98-108.
  • Kaveh M, Sharabiani VR, Chayjan RA, Taghinezhad E, Gilandeh YA and Golpour I (2018). ANFIS and ANNs model for prediction of moisture diffusivity and specific energy consumption potato, garlic and cantaloupe drying under convective hot air dryer. Information Processing in Agriculture, 5: 372-381.
  • Lahsasni S, Kouhila M, Mohrouz M and Jaouhari JJ (2004). Thin layer convective solar drying and mathematical modeling of prickly pear peel (Opuntia ficus indica). Energy, 29: 211-224.
  • Madhiyanon T, Phila A and Soponronnarit S (2009). Models of fluidized bed drying for thin-layer chopped coconut. Applied Thermal Engineering, 29: 2849-2854.
  • Midilli A and Kucuk H (2003). Mathematical modeling of thin layer drying of pistachio by using solsr energy. Energy Conversion Management, 44(11): 11-22.
  • Moreira R, Chenlo F, Chaguri L and Vázquez G (2005). Mathematical modelling of the drying kinetics of chestnut (Castanea Sativa Mill.): Influence of the natural shells. Food and Bioproducts Processing, 83(4): 306-314.
  • Murthy TPK and Manohar B (2012). Microwave drying of mango ginger (Curcuma amada Roxb): prediction of drying kinetics by mathematical modelling and artificial neural network. International Journal of Food Science and Technology, 47(6): 1229-1236.
  • Onwude DI, Hashim N, Abdan K, Janius R and Chen G (2018). Modelling the mid-infrared drying of sweet potato: Kinetics, mass and heat transfer parameters, and energy consumption. Heat Mass Transfer, 54: 2917-2933.
  • Piga A, Pinna I, Ozer KB Agabbio M and Aksoy U (2004). Hot air dehydration of figs (Ficus carica L.): drying kinetics and quality loss. International Journal of Food Science Technology, 39: 793-799.
  • Sacilik K, Keskin R and Elicin AK (2006). Mathematical modeling of solar tunnel drying of thin layer organic tomato. Journal of Food Engineering, 73: 281-289.
  • Sharma GP, Prasad S, Chahar VK (2009). Moisture transport in garlic cloves undergoing microwave-convective drying. Food and Bioproducts Processing, 87: 11-16.
  • Sigge GO, Hansmann CF and Joubert E (1998). Effect of temperature and relative humidity on the drying rates and drying times of green bell papers (Capsicum annum L.). Drying Technology, 16: 1703-1714.
  • Tarigan E, Prateepchaikul G, Yamsaengsung R, Sirichote A and Tekasakul P (2007). Drying characteristics of unshelled kernels of candle nuts. Journal of food Engineering, 79: 828-833.
  • Toğrul IT and Pehlivan D (2002). Mathematical modeling of solar drying of apricots in thin layers. Journal of Food Engineering, 55: 209-216.
  • Uwubanwen IO (2011). Harnessing the potentials of the coconut palm in the Nigeria economy. Journal of Agricultural Engineering, 23: 3-27.
  • Wang CY and Singh RP (1978). A single layer drying equation for rough rice. American society Agricultural Engineering, Paper No. 78-3001, St. Joseph, MI, USA.
  • Wang Z, Sun J, Liao X, Chen F, Zhao G, Wu J and Hu X (2007). Mathematical modeling on hot air drying of thin layer apple pomace. Food Research International, 40: 39-46.
  • Yaldiz O and Ertekin C (2001). Thin layer solar drying of some vegetables. Drying Technology, 19: 583-596.
  • Yaldiz O, Ertekin C and Uzun HI (2001). Mathematical modelling of thin layer solar drying of Sultana grapes. Energy, 26(5): 457-465.
  • Younis M, Abdelkarim D and El-abdein AZ (2018). Kinetics and mathematical modeling of infrared thin-layer drying of garlic slices. Saudi Journal of Biological Science, 25: 332–338.

Mathematical Modelling of Drying Characteristics of Coconut Slices

Year 2021, Volume: 2 Issue: 2, 363 - 375, 31.12.2021

Abstract

Mathematical modelling is one of the most important Engineering considerations for the effective representation of drying processes. Therefore, the drying behaviour of the coconut slices was modelled using non-linear regression (fitting existing mathematical models). The three thickness of the coconut samples (4 mm, 8 mm and 12 mm) were dried using laboratory oven under five different temperature (40C, 50C, 60C, 70C and 80C) and constant air velocity (1 m s-1). Drying properties such as moisture content, moisture ratio, drying rate, drying time, effective moisture diffusivity coefficient (Deff) and activation energy of the process was used to define the behaviour of the coconut slices, the experimentally observed moisture ratios were fitted into fifteen (15) existing thin-layer mathematical model to forecast the behaviour of the coconut slices during process. The result of the modelling showed that the modified Henderson and pabis, Page and Peleg model had the most acceptable level of accuracy in predicting the drying behaviour of the coconut slices at 4mm, 8mm and 12mm, respectively. The obtained values for the effective moisture diffusivity ranges between 6.06×10−11 𝑚2 𝑠-1 and 3.16×10−10 𝑚2 𝑠-1 for 4mm thickness; 5.46×10−10 𝑚2 𝑠-1 and 1.44×10−9 𝑚2 𝑠-1 for 8mm thickness; 5.97×10−10 𝑚2 𝑠-1 and 2.83×10−9 𝑚2 𝑠-1 for 12mm thickness, whilst the activation energy ranges between 27.44892 and 27.563 𝑘𝐽 𝑚𝑜𝑙-1 for 4mm thickness; 27.45371 and 27.53017 𝑘𝐽 𝑚𝑜𝑙-1 for 8mm thickness; 35.64817 and 35.84369 𝑘𝐽 𝑚𝑜𝑙-1 for 12 mm. Therefore, the Modified Henderson and Pabis, Page and Peleg thin-layer mathematical models were chosen for the best prediction of the dehydration behaviour of coconut slices of 4 mm, 8 mm and 12 mm thickness respectively.

References

  • Akpinar EK (2006). Determination of suitable thin layer drying curve model for some vegetables and fruits. Journal of Food Engineering, 73: 75-84.
  • Arslan D and Ozcan MM (2010). Study the effect of sun, oven and microwave drying on the quality of onion slices. LWT Food Science Technology, 43: 1121-1127.
  • Ayensu A (1997). Dehydration of food crops using a solar dryer with convective heat flow. Solar Energy, 59: 121-126.
  • Bozkir H, Ergun AR, Tekgu Y and Baysa T (2018). Ultrasound as pretreatment for drying garlic slices in microwave and convective dryer. Food Science and Biotechnology, 28: 347-354.
  • Caliskan G, Dirim SN (2017). Drying characteristics of pumpkin (Cucurbita moschata) slices in convective and freeze dryer. Heat Mass Transfer, 53: 2129-2141.
  • Celen S, Kahveci K, Akyol U and Haksever A (2010). Drying behaviour of cultured mushrooms. Journal of Food Processing and Preservation, 34(1): 27-42.
  • Da Silva, WP, eSilva, CMDPS, Gama FJA and Gomes JP (2014). Mathematical models to describe thin-layer drying and to determine drying rate of whole bananas. Journal of the Saudi Society of Agricultural Sciences, 13(1): 67-74.
  • Demiray E, Seker A and Tulek Y (2017). Drying kinetics of onion (Allium cepa L.) slices with convective and microwave drying. Heat Mass Transfer, 53: 1817-1827.
  • Dissa AO, Bathiebo DJ, Desmorieux H, Coulibaly O and Koulidiati J (2011). Experimental characterisation and modelling of thin layer direct solar drying of Amelie and Brooks mangoes. Energy, 36(5): 2517-2527.
  • Doymaz I (2005). Sun drying of figs: An experimental study. Journal of Food Engineering, 71: 403-407.
  • Doymaz I and Pala M (2002). Hot-air drying characteristics of red pepper. Journal of Food Engineering, 55(4): 331-335.
  • FAO (2010). Food and Agricultural Organization of the United Nation. Economic and Social Department. Statistic Division.
  • Garcia CC, Mauro MA and Kimura M (2007). Kinetics of osmotic dehydration and air drying of pumpkins (Cucurbita moschata). Journal of Food Engineering, 82: 284-291.
  • Gowen AA, Abu-Ghannam N, Frias J and Oliveira J (2008). Modelling dehydration and rehydration of cooked soybeans subjected to combined microwave-hot-air drying. Innovative Food Science and Emerging Technologies, 9(1): 129-137.
  • Guine RPF and Fernandes RMC (2006). Analysis of the drying kinetics of chestnuts. Journal of Food Engineering, 76: 460-467.
  • Hii CL, Law CL, Cloke M and Suzannah M (2009). Thin layer drying kinetics of cocoa and dried product quality. Biosystems Engineering, 102(2): 153-161.
  • Horner WFA (1993). Drying: chemical changes in: Macrae R, Robinson R. K., Sadler M. J. (Eds) Encyclopedia of Food Science, Food Technology and Nutrition, Academic Press, London, Pp. 1485-1489.
  • Ikrang EG and Umani, KC (2019). Optimization of process conditions for drying of catfish (Clarias gariepinus) using Response Surface Methodology (RSM). Food Science and Human Wellness, 8: 46-52.
  • Kaleemullah S and Kailappan R (2006). Modelling of thin- layer drying kinetics of red chilies. Journal of Food Engineering, 76(4): 531-537.
  • Karaaslan SN and Tuncer IK (2008). Development of a drying model for combined microwave fan assisted convection drying of spinach. Biosystems Engineering, 100(1): 44-52.
  • Karathanos VT (1999). Application of thin layer equation to drying data of fresh and semi dried fruits. Journal of Agricultural Engineering Research, 74(4): 355-361.
  • Kashaninejad M, Mortazavi A, Safekordi, A and Tabil LG (2007). Thin-layer drying characteristics and modelling of pistachio nuts. Journal of Food Engineering, 78: 98-108.
  • Kaveh M, Sharabiani VR, Chayjan RA, Taghinezhad E, Gilandeh YA and Golpour I (2018). ANFIS and ANNs model for prediction of moisture diffusivity and specific energy consumption potato, garlic and cantaloupe drying under convective hot air dryer. Information Processing in Agriculture, 5: 372-381.
  • Lahsasni S, Kouhila M, Mohrouz M and Jaouhari JJ (2004). Thin layer convective solar drying and mathematical modeling of prickly pear peel (Opuntia ficus indica). Energy, 29: 211-224.
  • Madhiyanon T, Phila A and Soponronnarit S (2009). Models of fluidized bed drying for thin-layer chopped coconut. Applied Thermal Engineering, 29: 2849-2854.
  • Midilli A and Kucuk H (2003). Mathematical modeling of thin layer drying of pistachio by using solsr energy. Energy Conversion Management, 44(11): 11-22.
  • Moreira R, Chenlo F, Chaguri L and Vázquez G (2005). Mathematical modelling of the drying kinetics of chestnut (Castanea Sativa Mill.): Influence of the natural shells. Food and Bioproducts Processing, 83(4): 306-314.
  • Murthy TPK and Manohar B (2012). Microwave drying of mango ginger (Curcuma amada Roxb): prediction of drying kinetics by mathematical modelling and artificial neural network. International Journal of Food Science and Technology, 47(6): 1229-1236.
  • Onwude DI, Hashim N, Abdan K, Janius R and Chen G (2018). Modelling the mid-infrared drying of sweet potato: Kinetics, mass and heat transfer parameters, and energy consumption. Heat Mass Transfer, 54: 2917-2933.
  • Piga A, Pinna I, Ozer KB Agabbio M and Aksoy U (2004). Hot air dehydration of figs (Ficus carica L.): drying kinetics and quality loss. International Journal of Food Science Technology, 39: 793-799.
  • Sacilik K, Keskin R and Elicin AK (2006). Mathematical modeling of solar tunnel drying of thin layer organic tomato. Journal of Food Engineering, 73: 281-289.
  • Sharma GP, Prasad S, Chahar VK (2009). Moisture transport in garlic cloves undergoing microwave-convective drying. Food and Bioproducts Processing, 87: 11-16.
  • Sigge GO, Hansmann CF and Joubert E (1998). Effect of temperature and relative humidity on the drying rates and drying times of green bell papers (Capsicum annum L.). Drying Technology, 16: 1703-1714.
  • Tarigan E, Prateepchaikul G, Yamsaengsung R, Sirichote A and Tekasakul P (2007). Drying characteristics of unshelled kernels of candle nuts. Journal of food Engineering, 79: 828-833.
  • Toğrul IT and Pehlivan D (2002). Mathematical modeling of solar drying of apricots in thin layers. Journal of Food Engineering, 55: 209-216.
  • Uwubanwen IO (2011). Harnessing the potentials of the coconut palm in the Nigeria economy. Journal of Agricultural Engineering, 23: 3-27.
  • Wang CY and Singh RP (1978). A single layer drying equation for rough rice. American society Agricultural Engineering, Paper No. 78-3001, St. Joseph, MI, USA.
  • Wang Z, Sun J, Liao X, Chen F, Zhao G, Wu J and Hu X (2007). Mathematical modeling on hot air drying of thin layer apple pomace. Food Research International, 40: 39-46.
  • Yaldiz O and Ertekin C (2001). Thin layer solar drying of some vegetables. Drying Technology, 19: 583-596.
  • Yaldiz O, Ertekin C and Uzun HI (2001). Mathematical modelling of thin layer solar drying of Sultana grapes. Energy, 26(5): 457-465.
  • Younis M, Abdelkarim D and El-abdein AZ (2018). Kinetics and mathematical modeling of infrared thin-layer drying of garlic slices. Saudi Journal of Biological Science, 25: 332–338.
There are 41 citations in total.

Details

Primary Language English
Subjects Agricultural Engineering
Journal Section Research Articles
Authors

John Isa 0000-0002-0803-4550

Kabiru Ayobami Jimoh 0000-0002-6714-9892

Publication Date December 31, 2021
Submission Date July 18, 2021
Acceptance Date November 9, 2021
Published in Issue Year 2021 Volume: 2 Issue: 2

Cite

APA Isa, J., & Jimoh, K. A. (2021). Mathematical Modelling of Drying Characteristics of Coconut Slices. Turkish Journal of Agricultural Engineering Research, 2(2), 363-375.

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