Relative Humidity Period Influence on Drying Induced Stresses in Intermittent Drying of Clay

Document Type : Research Article

Authors

1 1 Ph.D. Student, Mech. Eng., University of Birjand, Birjand

2 Professor/Mechanical Eng. Dept-University of Birjand

3 Assoc. Prof., Mech. Eng., University of Birjand, Birjand , Iran

Abstract

Intermittent drying is an effective strategy for improving the drying kinetics, energy consumption as well as, the quality of the dried products. The aim of this study is to investigate the effect of the period of intermittent drying on the drying kinetics and the induced stresses. To this end, a clay like material is used and by changing the air relative humidity periodically, the stresses induced were determined. Parameters variation with moisture and temperature are considered in modeling. Good agreement between experimental and simulation variables results reveals that the model developed is valid and accurate. Simulation results suggest that the drying rate should be kept at its minimum at the stage of disruption of hydraulic continuity. Due to the gradual disruption of capillary tubes in transition period, the part is affected gradually, and this necessitates the possible crack deformation points of the part to be sought simultaneously. Also, the current work studied the magnitude of each of stresses induced by non-uniform moisture distribution and stresses induced by non-uniform temperature distribution. It is shown that the thermal stresses are negligible compared to the moisture stresses and can be neglected in drying modeling.

Keywords

Main Subjects


[1] Liu, Xiang, and Duu-Jong Lee. "Some recent research and development in drying technologies: product perspective." Drying Technology 33.11 (2015): 1339-1349.
[2] Khalili, Kh, and M. Heydari. "Numerical modeling of shrinkage of a ceramic material in drying process." Modares Mechanical Engineering 12.2 (2012): 58-71. (in Persianفارسی )
[3] Musielak, G., and T. Śliwa. "Modeling and Numerical Simulation of Clays Cracking During Drying." Drying Technology 33.14 (2015): 1758-1767.
[4] da Silva, Wilton Pereira, et al. "Water migration in clay slabs during drying: A three-dimensional numerical approach." Ceramics International 39.4 (2013): 4017-4030.
[5] da Silva, Wilton Pereira, et al. "Drying of clay slabs: experimental determination and prediction by two-dimensional diffusion models." Ceramics International 39.7 (2013): 7911-7919.
[6] Islam, Md Raisul, and A. S. Mujumdar. "Role of product shrinkage in drying rate predictions using a liquid diffusion model." International communications in heat and mass transfer 30.3 (2003): 391-400.
[7] Couture, Frédéric, Stéphane Laurent, and Michel A. Roques. "Drying of two‐phase media: Simulation with liquid pressure as driven force." AIChE journal 53.7 (2007): 1703-1717.
[8] M. Heydari and Kh. Khalili. "Modeling Enhancement and Simulation of Distortion in Drying Process." Modares Mechanical Engineering 15.10 (2015) 291–301. (in Persianفارسی )
[9] Ketelaars, A. A. J. Drying Deformable Media, Kinetics, Shrinkage and Stress. Ph.D. Thesis, University of Eindhoven, Eindhoven, 1993.
[10] Hammouda, Imen, and Daoued Mihoubi. "Modeling of thermo-hydro-viscoelastic behavior of a partially saturated ceramic material during drying." Drying Technology 32.10 (2014): 1219-1230.
[11] Vasić, Miloš, Željko Grbavčić, and Zagorka Radojević. "Determination of the moisture diffusivity coefficient and mathematical modeling of drying." Chemical Engineering and Processing: Process Intensification 76 (2014): 33-44.
[12] Khalili, K., M. Heydari, and M. S. Khalili. "Drying Clay Bricks with Variable Young's Modulus." Procedia Technology 12 (2014): 382-387.
[13] Khalili, K. and M. Heydari. "Studying the effect of part thickness on cracking during drying process." Modares Mechanical Engineering 12.3 (2012): 103-116. (in Persianفارسی )
[14] Islam, Md Raisul, J. C. Ho, and A. S. Mujumdar. "Convective drying with time-varying heat input: simulation results." Drying technology 21.7 (2003): 1333-1356.
[15] Kowalski, S. J., and A. Pawłowski. "Modeling of kinetics in stationary and intermittent drying." Drying Technology 28.8 (2010): 1023-1031.
[16] Kowalski, S. J., and A. Pawłowski. "Drying of wet materials in intermittent conditions." Drying Technology 28.5 (2010): 636-643.
[17] Kowalski, S. J., and A. Pawłowski. "Intermittent drying of initially saturated porous materials." Chemical engineering science 66.9 (2011): 1893-1905.
[18] Kowalski, Stefan Jan, and Justyna Szadzińska. "Non-stationary drying of ceramic-like materials controlled through acoustic emission method." Heat and Mass Transfer 48.12 (2012): 2023-2032.
[19] Manel, Ben Abdelhamid, et al. "Strain–Stress Formation During Stationary and Intermittent Drying of Deformable Media." Drying Technology 32.10 (2014): 1245-1255.
[20] M. Heydari and Kh. Khalili. " Investigation on the effect of period of temperature variation in intermittent drying of clay." Modares Mechanical Engineering 17.8 (2017) 17–28. (in Persianفارسی )
[21] Chemkhi, Saber, and Féthi Zagrouba. "Water diffusion coefficient in clay material from drying data." Desalination 185.1-3 (2005): 491-498.
[22] Shokri, N., and D. Or. "What determines drying rates at the onset of diffusion controlled stage‐2 evaporation from porous media?." Water Resources Research 47.9 (2011).
[23] Hammouda, Imen, Kamel Jlassi, and Daoued Mihoubi. "Studying the effect of material initial conditions on drying induced stresses." Heat and Mass Transfer 54.2 (2018): 341-352.
[24] Heydari, Mohsen., Khalili, Khalil. and Ahmadi-Brooghani, Seyed.Yousef. "Changes in the physicomechanical characteristics of a ceramic paste during drying." Comptes Rendus Mécanique 343.7 (2015): 419-428.
[25] Heydari, Mohsen., Khalili, Khalil. and Ahmadi-Brooghani, Seyed.Yousef. "More Comprehensive 3D Modeling of Clay‐like Material Drying." AIChE Journal 10.1002/aic.16027 (2017).
[26] Kowalski, S. J., Thermomechanics of drying processes. Springer Science & Business Media, Vol. 8, pp. 37-40, 2012.
[27] Banaszak, Jacek, and Stefan J. Kowalski. "Drying induced stresses estimated on the base of elastic and viscoelastic models." Chemical Engineering Journal 86.1 (2002): 139-143.
[28] Chemkhi, Saber, Wahbi Jomaa, and Fethi Zagrouba. "Application of a coupled thermo-hydro-mechanical model to simulate the drying of nonsaturated porous media." Drying technology 27.7-8 (2009): 842-850.
[29] Hammouda, I., and D. Mihoubi. "Modelling of drying induced stress of clay: elastic and viscoelastic behaviours." Mechanics of Time-Dependent Materials 18.1 (2014): 97-111.
[30] Khalfaoui, K., S. Chemkhi, and F. Zagrouba. "Modeling and stress analysis during drying of a deformable and saturated porous medium." Drying Technology 31.10 (2013): 1124-1137.
[31] Kowalski, S. J., G. Musielak, and J. Banaszak. "Experimental validation of the heat and mass transfer model for convective drying." Drying Technology 25.1 (2007): 107-121.
[32] Kowalski, Stefan Jan, Jacek Banaszak, and Andrzej Rybicki. "Plasticity in materials exposed to drying." Chemical Engineering Science 65.18 (2010): 5105-5116.
[33] Mujumdar, A.S. and Devahastin, S. Fundamental principles of drying. Exergex, Brossard, Canada, 2000.