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首页> 外文期刊>Journal of Membrane Science >Study of mass and heat transfer in the osmotic evaporation process using hollow fibre membrane contactors
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Study of mass and heat transfer in the osmotic evaporation process using hollow fibre membrane contactors

机译:用中空纤维膜接触器研究渗透蒸发过程中的传质和传热

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摘要

In this work, the mass and heat transfer in the osmotic evaporation process was studied using a hollow fibre membrane contactor. A calcium chloride dihydrate solution (2.8-6 M) was circulated in the fibres and a sucrose solution (20% and 45%, w/w) in the shell side of the module. The respective mass transfer correlations were determined using a single-step methodology involving the mass and heat transfer equations, simultaneously: Sh_t = 2.66 Re_t~(0.25)Sc_t~(0.33)(d/l)~(0.33) and Sh_s = 15.4Re_s~(0.92) Sc_s~(0.33) (d/l). The correlations are valid for Reynolds numbers between 0.5 and 45 and are in agreement with that obtained for liquid-liquid extraction and gas absorption. It was observed that the mass transfer resistance in the fibres could be easily minimized, even when high driving forces are applied. Regarding the shell side boundary layer mass transfer resistance, it can be significant when processing concentrated sucrose solutions (50% of the overall resistance for a 61% (w/w) sucrose concentration). The temperature profile was calculated using a model, which combines the heat and mass transfer equations. Although the temperature gradient through the boundary layers was not significant, the temperature difference between the membrane interfaces can be important for high driving forces, it reached almost 3 ℃ when using a 6 M CaCl_2 solution. The mass and heat transfer model was also used to calculate the water flux and the overall mass transfer coefficient during the concentration process of a sucrose solution. The values predicted are in agreement with the experimental results for the range of Reynolds and Schmidt numbers studied.
机译:在这项工作中,使用中空纤维膜接触器研究了渗透蒸发过程中的质量和热传递。使二水合氯化钙溶液(2.8-6 M)在纤维中循环,而在模块壳侧的蔗糖溶液(20%和45%,w / w)循环。同时使用涉及传质和传热方程的一步法确定各自的传质相关性:Sh_t = 2.66 Re_t〜(0.25)Sc_t〜(0.33)(d / l)〜(0.33)和Sh_s = 15.4Re_s 〜(0.92)Sc_s〜(0.33)(d / l)。该相关关系对于雷诺数在0.5到45之间有效,并且与液-液萃取和气体吸收获得的相关性一致。观察到,即使施加高驱动力,也可以容易地使纤维中的传质阻力最小化。关于壳侧边界层的传质阻力,当加工浓缩蔗糖溶液时(对于总浓度为61%(w / w)的蔗糖,总阻力的50%),这可能很重要。使用模型计算温度曲线,该模型结合了传热和传质方程。尽管通过边界层的温度梯度不明显,但膜界面之间的温差对于高驱动力可能很重要,当使用6 M CaCl_2溶液时,膜温差达到近3℃。在蔗糖溶液浓缩过程中,还使用传质和传热模型来计算水通量和总传质系数。预测的值与所研究的雷诺数和施密特数范围的实验结果一致。

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