Abstract
A numerical approach is developed for computing convective drying of a moist object. The conservation equations of mass, momentum, energy and moisture in the internal and external regions of an object are solved with the coupled heat and mass transfer conditions on the object surface, including the effect of evaporation. A numerical approach is applied to predict the internal and external temperature and moisture distributions during the convective drying with variations in the initial moisture content and the water activity. The numerical results show that the water activity is an important parameter for determining the drying rate pattern and the analogy between the heat and mass transfer on the object surface.
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References
S. A. Mujumdar, Handbook of Industrial Drying, 4th ed., CRC Press (2014).
M. M. Hussain and I. Dincer, Two-dimensional heat and moisture transfer analysis of a cylindrical moist object subjected to drying: A finite-difference approach, International J. of Heat and Mass Transfer, 46 (21) (2003) 4033–4039.
A. Kaya, O. Aydin and I. Dincer, Numerical modeling of heat and mass transfer during forced convection drying of rectangular moist objects, International J. of Heat and Mass Transfer, 49 (17) (2006) 3094–3103.
R. Younsi, D. Kocaefe, S. Poncsak, Y. Kocaefe and L. Gastonguay, CFD modeling and experimental validation of heat and mass transfer in wood poles subjected to high temperatures: a conjugate approach, Heat and Mass Transfer, 44 (12) (2008) 1497–1509.
V. C. Mohan and P. Talukdar, Three dimensional numerical modeling of simultaneous heat and moisture transfer in a moist object subjected to convective drying, International J. of Heat and Mass Transfer, 53 (21) (2010) 4638–4650.
M. Ateeque, R. K. Mishra, V. P. Chandramohan and P. Talukdar, Numerical modeling of convective drying of food with spatially dependent transfer coefficient in a turbulent flow field, International J. of Thermal Sciences, 78 (2014) 145–157.
G. Son, A level-set method for analysis of microdroplet evaporation on a heated surface, JMST, 24 (4) (2010) 991–997.
A. Sharma and V. Eswaran, Heat and fluid flow across a square cylinder in the two-dimensional laminar flow regime, Numerical Heat Transfer, Part A: Applications, 45 (3) (2004) 247–269.
D. W. Peaceman and H. H. Rachford, The numerical solution of parabolic and elliptic differential equations, J. of the Society for Industrial and Applied Mathematics, 3 (1) (1955) 28–41.
K. Murugesan, H. N. Suresh, K. N. Seetharamu, P. A. Narayana and T. Sundararajan, A theoretical model of brick drying as a conjugate problem, International J. of Heat and Mass Transfer, 44 (21) (2001) 4075–4086.
S. Avramidis, Evaluation of three-variable models for the prediction of equilibrium moisture content in wood, Wood Science and Technology, 23 (1989) 251–257.
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Recommended by Associate Editor Shin Hyung Rhee
Donghyun Kim received his B.S. in Mechanical Engineering from Sogang University in 2015. He is currently a graduate student in Mechanical Engineering at Sogang University in Seoul, Korea. Mr. Kim’s research interests are in the area of Heat and mass transfer and Multiphase dynamics.
Gihun Son received his B.S. and M.S. in Mechanical Engineering from Seoul National University in 1986 and 1988, respectively, and his Ph.D. in Mechanical Engineering from UCLA in 1996. Dr. Son is currently a professor of Mechanical Engineering at Sogang University in Seoul, Korea. His research interests are in the areas of multiphase dynamics, heat transfer and power system simulation.
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Kim, D., Son, G. & Kim, S. Numerical analysis of convective drying of a moist object with combined internal and external heat and mass transfer. J Mech Sci Technol 30, 733–740 (2016). https://doi.org/10.1007/s12206-016-0128-3
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DOI: https://doi.org/10.1007/s12206-016-0128-3