A complete mathematical model of convective drying in membrane fabrication

Harun, Zawati and Tze, Ching Ong (2015) A complete mathematical model of convective drying in membrane fabrication. Chemiical Engiineering Transactiions, 45 . pp. 1405-1410. ISSN 22839216

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Abstract

This article presents a fully coupled heat and mass transfer model for convective drying of ceramic porous material. A two dimensional mathematical model that coupled mass, heat and gas transfer was developed and integrated with finite element method and the backward difference method to solve the spatial discretization and temporal discretization of the governing equations respectively. The numerical was computed using Skyline solver to capture highly nonlinear and transient process. Two different meshes (coarse and fine) were applied for the rectangular domain as a representative of the drying object. Results show two typical periods during drying namely the constant rate period (CRP) and falling rate period (FRP) which demonstrated a very small difference between both meshes. However, computational time was increased significantly for the finer mesh as compared to coarser mesh due to their high computational complexity. Thus, we can deduce that this model is sufficient to describe the mechanisms controlling the drying process in membrane fabrication.

Item Type:Article
Subjects:T Technology > TP Chemical technology > TP250-261 Industrial electrochemistry
Divisions:Faculty of Mechanical and Manufacturing Engineering > Department of Materials Engineering and Design
ID Code:8274
Deposited By:Normajihan Abd. Rahman
Deposited On:18 Aug 2016 10:31
Last Modified:18 Aug 2016 10:31

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