Formulation of a 3D conjugated multiphase transport model to predict drying process behavior of irregular-shaped vegetables

被引:20
作者
Curcio, Stefano [1 ]
Aversa, Maria [1 ]
Chakraborty, Sudip [1 ]
Calabro, Vincenza [1 ]
Iorio, Gabriele [1 ]
机构
[1] Univ Calabria, Dept Comp Engn Modeling Elect & Syst, Lab Transport Phenomena & Biotechnol, I-87036 Arcavacata Di Rende, CS, Italy
关键词
Momentum; Heat and mass transfer; Porous foods; Finite elements method (FEM); Food safety; Microbial spoilage; MASS-TRANSFER; LISTERIA-MONOCYTOGENES; MOISTURE TRANSPORT; HEAT; FOOD; TEMPERATURE; KINETICS; TIMES;
D O I
10.1016/j.jfoodeng.2015.11.020
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
In this paper, a conjugated multiphase transport model aimed at predicting the behavior of food convective drying was formulated. The model referred to a 3D spatial domain in which two samples were exposed to drying air, flowing around the foods. The system of non-linear, unsteady-state, partial differential equations modeling the simultaneous transfer of momentum, heat and mass, occurring in both the drying chamber and the food samples, was solved by a finite elements formulation. The present study was intended to cover missing aspects in scientific literature dealing with food drying modeling. It represents, in fact, one of the first attempts to rigorously describe, for given process operating conditions, the transport phenomena involved during drying process of irregular-shaped vegetables, considered as multiphase hygroscopic porous media with different characteristics. In addition, one of the major contributions offered by this work regarded the possibility of identifying, on food samples surfaces, the points where the local values of both water activity and temperature might determine an inefficient or, even, an unsatisfactory abatement of microbial population, thus causing microbial spoilage. (C) 2015 Elsevier Ltd. All rights reserved.
引用
收藏
页码:36 / 55
页数:20
相关论文
共 34 条
[1]   Numerical modeling of convective drying of food with spatially dependent transfer coefficient in a turbulent flow field [J].
Ateeque, Md. ;
Udayraj ;
Mishra, Ranjeet K. ;
Chandramohan, V. P. ;
Talukdar, Prabal .
INTERNATIONAL JOURNAL OF THERMAL SCIENCES, 2014, 78 :145-157
[2]  
Bear J., 1972, Dynamics of Fluids in Porous Media
[3]   Convective drying of a single cherry tomato: Modeling and experimental study [J].
Bennamoun, Lyes ;
Khama, Reda ;
Leonard, Angelique .
FOOD AND BIOPRODUCTS PROCESSING, 2015, 94 :114-123
[4]   Study of Thermodynamic, Structural, and Quality Properties of Yacon (Smallanthus sonchifolius) During Drying [J].
Bernstein, Anahi ;
Zapata Norena, Caciano Pelayo .
FOOD AND BIOPROCESS TECHNOLOGY, 2014, 7 (01) :148-160
[5]  
Bird R B., 2002, Transportphenomena
[6]   Mathematical modeling of drying kinetics for apricots:: Influence of the external resistance to mass transfer [J].
Bon, Jose ;
Rossello, Carmen ;
Femenia, Antoni ;
Eim, Valeria ;
Simal, Susana .
DRYING TECHNOLOGY, 2007, 25 (11) :1829-1835
[7]   Thin-Layer Drying Characteristics and Quality Evaluation of Air-Dried Ganoderma Tsugae Murrill [J].
Chin, Siew Kian ;
Law, Chung Lim ;
Supramaniam, Christina Vimala ;
Cheng, Poh Guat .
DRYING TECHNOLOGY, 2009, 27 (09) :975-984
[8]   Modelling the moisture and temperature distribution within an agricultural product undergoing time-varying drying schemes [J].
Chua, KJ ;
Chou, SK ;
Hawlader, MNA ;
Mujumdar, AS ;
Ho, JC .
BIOSYSTEMS ENGINEERING, 2002, 81 (01) :99-111
[9]   Simulation of food drying:: FEM analysis and experimental validation [J].
Curcio, Stefano ;
Aversa, Maria ;
Calabro, Vincenza ;
Iorio, Gabriele .
JOURNAL OF FOOD ENGINEERING, 2008, 87 (04) :541-553
[10]   Influence of shrinkage on convective drying of fresh vegetables: A theoretical model [J].
Curcio, Stefano ;
Aversa, Maria .
JOURNAL OF FOOD ENGINEERING, 2014, 123 :36-49