2014
DOI: 10.1111/jfpp.12236
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Multicomponent Diffusion during Osmotic Dehydration Process in Melon Pieces: Influence of Film Coefficient

Abstract: The water loss and sugar gain modeling during the dehydration process is useful as a technique for predicting the operating conditions and the process time. The transfer of sucrose and fructooligosaccharides (FOSs) to melon and water to solution was modeled based on generalized form of Fick's second law for simultaneous diffusion and resolved by the finite element method using the software package COMSOL Multiphysics 3.2. The diffusion coefficients, the mass transfer coefficient and the Biot number were determ… Show more

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Cited by 14 publications
(17 citation statements)
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References 23 publications
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“…The rate of diffusion of water from any material tissues depends upon factors such as temperature and concentration of the osmotic solution, the size and geometry of the material, the solution to material mass ratio, and the level of agitation of the solution. A number of publications have described the influence of these variables on mass transfer rates during osmotic dehydration (Angilelli et al 2014;Silva et al 2014b;Mercali et al 2011;Dionello et al 2007; Rastogi and Raghavarao 2004;Shi and Le Maguer 2002). Silva et al (2014b) also stated that the characteristics of the osmotic agent used, such as its molecular weight and ionic behavior, strongly affect dehydration, both water loss and solute gain.…”
Section: Introductionmentioning
confidence: 98%
“…The rate of diffusion of water from any material tissues depends upon factors such as temperature and concentration of the osmotic solution, the size and geometry of the material, the solution to material mass ratio, and the level of agitation of the solution. A number of publications have described the influence of these variables on mass transfer rates during osmotic dehydration (Angilelli et al 2014;Silva et al 2014b;Mercali et al 2011;Dionello et al 2007; Rastogi and Raghavarao 2004;Shi and Le Maguer 2002). Silva et al (2014b) also stated that the characteristics of the osmotic agent used, such as its molecular weight and ionic behavior, strongly affect dehydration, both water loss and solute gain.…”
Section: Introductionmentioning
confidence: 98%
“…The mathematical model used was based on a generalization of Fick's 2 nd law and on Dnsager equation (1945). The finite element formulation considering the simultaneous three-dimensional mass transfer of two solutes is described by Borsato et al (2012) and Angilelli et al (2015). Some simplifying assumptions were made according to Angilelli et al (2015).…”
Section: Modeling and Determination Of Film Coefficientmentioning
confidence: 99%
“…The finite element formulation considering the simultaneous three-dimensional mass transfer of two solutes is described by Borsato et al (2012) and Angilelli et al (2015). Some simplifying assumptions were made according to Angilelli et al (2015). The solute diffusion occurred in a three-dimensional volume Ω⊂R 3 associated with a set of coordinates X, Y, Z, the hypothesis that the diffusion coefficient or diffusivity is constant over the concentration regardless of the position and the immersion time of the solid is accepted, the diffusion of the solvent, the solute was considered as the predominant process in the mobility and the process takes place under substantially isothermal conditions and the contraction of the sample during the procedure was negligible.…”
Section: Modeling and Determination Of Film Coefficientmentioning
confidence: 99%
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