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Computational studies of shell-side mass transfer coefficients in hollow fiber membrane devices.

机译:中空纤维膜装置中壳侧传质系数的计算研究。

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Hollow fiber membrane modules have been used for a variety of applications, functioning as a separator, contactor, or reactor. The most commonly used configuration is a shell-and-tube design in which the fibers are aligned axially but are randomly arranged within a cross-section. A number of factors affect module performance. Some of these factors have been analyzed in the literature, however, the effect of random fiber packing is poorly understood due to the complex geometry of the shell. This thesis describes methods to quantify the effect of random fiber packing on module performance. Using these methods, one can calculate shell-side fluid distribution and shell-side mass transfer coefficients for axial flows through randomly packed bundles.; The randomly packed fiber bundle is modeled as an infinite, periodic medium. A unit cell is used to represent the fiber bundle in which up to 200 fibers are randomly placed at a specific packing fraction. The unit cell is translated in each direction to produce the infinite bundle. The fibers in the unit cell lie parallel to each other, and all fibers have the same properties and dimensions.; To calculate shell-side fluid distribution and mass transfer coefficients, the conservation of momentum and mass equations are solved numerically. To simplify the problem, the analysis focuses on two mass transfer limits: entry and well-developed limits. In the entry limit, mass transfer coefficients are determined by the velocity gradient along the fiber surface. The Boundary Element method is used to solve the conservation of momentum equation. In the well-developed limit, the conservation of momentum and mass equations are solved simultaneously using the Finite Element method combined with the Finite Difference method for constant wall flux and constant wall concentration boundary conditions.; Results show that randomness in fiber packing is detrimental to performance. In the entry limit, mass transfer coefficients are ∼30% lower than expected for regular fiber packings. In the well-developed limit, larger decreases in mass transfer occur. The large decreases are attributed to flow maldistribution resulting from random fiber packing.; The analysis is used to predict hollow fiber module performance for nitrogen production from air. For current commercial units, random fiber packing has a negligible effect on performance. However, as the membrane permeance increases, shell-side concentration boundary layer resistances become significant and module performance deteriorates because of the flow maldistributation induced by random fiber packing.
机译:中空纤维膜组件已经用作隔离器,接触器或反应器的各种应用。最常用的配置是管壳式设计,其中纤维轴向对齐,但在横截面内随机排列。许多因素会影响模块性能。这些因素中的一些已在文献中进行了分析,但是,由于壳的复杂几何形状,对随机纤维堆积的影响了解甚少。本文描述了量化随机纤维堆积对组件性能影响的方法。使用这些方法,可以计算通过随机堆积的管束的轴向流动的壳侧流体分布和壳侧传质系数。随机堆积的纤维束被建模为无限的周期性介质。晶胞用于表示纤维束,其中最多200根纤维以特定的堆积分数随机放置。晶胞在每个方向上平移以产生无限束。单位单元中的纤维彼此平行,并且所有纤维具有相同的特性和尺寸。为了计算壳侧流体分布和传质系数,数值求解了动量和质量方程的守恒。为了简化问题,分析着重于两个传质极限:进入极限和完善的极限。在进入极限中,传质系数由沿纤维表面的速度梯度确定。用边界元法求解动量方程的守恒性。在发达的极限内,同时使用有限元法和有限差分法结合恒定壁通量和恒定壁浓度边界条件,同时求解了动量和质量方程的守恒。结果表明,纤维堆积的无规性对性能是有害的。在进入极限时,传质系数比常规纤维盘根低约30%。在发达的极限中,传质发生较大的下降。减少量大是由于无规纤维堆积导致的流量分布不均。该分析用于预测中空纤维组件从空气中产生氮气的性能。对于当前的商业单位,无规纤维填料对性能的影响可忽略不计。然而,随着膜渗透性的增加,由于无规纤维堆积引起的流动不均,壳侧浓度边界层的阻力变得很大,并且组件性能下降。

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