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首页> 外文期刊>Asian Journal of Microbiology, Biotechnology and Environmental Science >MODELING OF MASS TRANSFER KINETICS OF PEAR (PYRUS COMMUNIS L.) IN TERNARY SOLUTIONS OF SUGAR AND CALCIUM SALT DURING OSMOTIC DEHYDRATION
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MODELING OF MASS TRANSFER KINETICS OF PEAR (PYRUS COMMUNIS L.) IN TERNARY SOLUTIONS OF SUGAR AND CALCIUM SALT DURING OSMOTIC DEHYDRATION

机译:渗透脱水糖和钙盐三元溶液中梨(Pyrus Communis L.)梨(Pyrus Communis L.)的建模

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摘要

The mass transfer kinetics of pear in ternary solution was studied at an optimized condition derived using the Box Behnken Design of Response Surface Methodology (R.S.M.). The optimized conditions were found for minimizing solid gain and water activity and maximizing water loss, weight reduction and overall acceptability. The osmotic dehydration kinetics data were fitted in viz the Magee model, Page's model and Azuara model. In a comparative study of mass transfer kinetics of Pear between three models viz the Magee model, Page's model and Azuara model; Page's model was found to fit more effectively to Pear, for the prediction of water loss and solid gain kinetics during the osmotic dehydration. The simplified solution of Fick's second law of diffusion for a slab geometry was used to calculate the average values of apparent diffusion coefficient (De(f), namely 4.24x 10'08 m2/s for WL and 4.13x 10"08 m2/s for SG.
机译:在使用响应面法(R.S.M.)的盒子Behnken设计的优化条件下研究了三元溶液中梨的传质动力学。 发现优化的条件使固体增益和水活性最小化并最大化水分损失,减轻减少和整体可接受性。 渗透脱水动力学数据在Magee Model,Page的模型和Azuara模型中装备。 在三种型号的梨子梨米麦片模型,页面模型和Azuara模型的比较研究中; Page的模型被发现更有效地适应梨,用于在渗透脱水期间预测水损和固体增益动力学。 Fick的Slab几何形状的第二次扩散定律的简化解决方案用于计算表观扩散系数的平均值(DE(F),即4.24×10'08m2 / s,为WL和4.13x 10“08m2 / s 对于SG。

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