首页> 外文会议>Separations technology IX: new frontiers in media, techniques, and technologies 2017 >MASS TRANSFER SIMULATION FOR CONCENTRATION OF KIWI JUICE BY OSMOTIC DISTILLATION USING FINITE VOLUME METHOD
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MASS TRANSFER SIMULATION FOR CONCENTRATION OF KIWI JUICE BY OSMOTIC DISTILLATION USING FINITE VOLUME METHOD

机译:有限体积法渗透蒸馏法浓缩奇异果汁的传质模拟

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Osmotic distillation (OD) is a membrane process used to separate water from fruit juices at ambient temperatures. The current mathematical models presented in literature for OD [1] are based on phenomenological equations and empirical correlations, which describe the global effects of the flow rate and concentration of the fluids in the transmembrane flux, and starting from this the total productivity and efficiency of the process. These models are unable of describe the local variations in the mass transfer which are product of geometric variables. If these variations were known this would allow improve predictions that can deliver information to build membrane modules whith optimal geometries which is very important for efficiency, scalability and durability of these modules. In this work, a general mathematical model adapted to one cylindrical hollow fiber was solved with the finite volume method. The numerical results allowed to reproduce the experimental data of transmembrane flux in OD using as flow feed a kiwi juice and calculate the variation in the concentration of water and other volatile compunds in the feed (juice) to the process. These studies may be used to predict and optimize the mass transfer in osmotica distillation process.
机译:渗透蒸馏(OD)是一种膜工艺,用于在环境温度下将水与果汁分离。 OD [1]文献中介绍的当前数学模型是基于现象学方程和经验相关的,它们描述了跨膜通量中流体流速和浓度的整体影响,并由此得出了总生产率和效率。过程。这些模型无法描述传质的局部变化,这些变化是几何变量的产物。如果已知这些变化,则将允许改进预测,该预测可以传递信息以构建具有最佳几何形状的膜组件,这对于这些组件的效率,可伸缩性和耐用性非常重要。在这项工作中,使用有限体积法求解了适用于一根圆柱形中空纤维的通用数学模型。数值结果允许使用奇异果汁作为流动进料重现OD中跨膜通量的实验数据,并计算进料(汁液)中水和其他挥发性化合物的浓度变化。这些研究可用于预测和优化渗透压蒸馏过程中的传质。

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